<!DOCTYPE html>
<html>
  <head>
    <title>Predict_Image_Display</title>
  </head>
  <body>
    <h2>Display</h2>
    <table border="1" style="table-layout: fixed;">
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <th>
          <p>
            <p>idx</p>
          </p>
        </th>
        <th>
          <p>
            <p>image</p>
          </p>
        </th>
        <th>
          <p>
            <p>rendered</p>
          </p>
        </th>
        <th>
          <p>
            <p>latex</p>
          </p>
        </th>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/62132.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/62132.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { \mu } T ( \phi ( y ) j ^ { \mu } ( x ) ) = \delta ( x - y ) e \phi \phi</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>2</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84701.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { n , 0 } ^ { + } = z ^ { n } \psi ^ { + } , \quad S _ { n , 0 } ^ { - } = \bar { z } _ { - } = \bar { z } \bar { z } ^ { z } = { { z } { { } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>3</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16638.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>m ^ { \vec { r } } + \nabla U ( \vec { r } ) r } ) { r } ) r } ) { r } ) r } ) { r } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>4</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10301.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>B ( p ^ { 2 } ) = m _ { 0 } + \frac { a } { 2 \pi ^ { 2 } } \int \frac { d ^ { 2 } q B ( q ^ { 2 } ) } { q ^ { 2 } + m _ { t o t } ^ { 2 } } \int _ { 0 } ^ { \infty } \frac { d x \operatorname { e x p } ( - - - - - - + ( q - - q - -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>5</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69418.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f _ { F } ( \rho _ { 0 } , A _ { 0 } ) = \frac { \theta ( p _ { 0 } - e A _ { 0 } ) } { e ^ { \beta ( p _ { 0 } - \mu ) } + 1 } + \frac { \theta ( - p _ { 0 } + e A _ { 0 } + e A _ { 0 } ) + 1 } { e ^ { \beta ( - p _ { 0 } + \mu ) } +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>6</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44829.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I _ { i _ { 1 } , i _ { 2 } , \cdots , i _ { k } } ^ { j } : = \left\{ j + 1 - i _ { 1 } , j + 2 - i _ { 2 } , \cdots , j + k k + k</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>7</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41171.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\mu ^ { \prime \prime } - \frac { a ^ { \prime \prime } } { a } \mu - \Delta \mu = - 2 a ^ { 2 } \sum _ { n , p } \frac { b _ { n p } } { a ^ { 2 ( n + p ) } } \Delta _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>8</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79981.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/79981.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f _ { E _ { 5 } } = \frac { K _ { 2 } ( S _ { 1 } ) } { ( y ^ { 2 } + x _ { 0 } ^ { 2 } ) ^ { 3 / 2 } S _ { 1 } ^ { 2 } } e ^ { - i \frac { x _ { 0 } l _ { 0 } } { 2 } + } { 0 } ^ { 2 } + ^ { 2 } + { ) _ { 0 } x _ { 0 } i _ { } ^ { 2 } + } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>9</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91170.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = - A ( R ) d T ^ { 2 } + \frac { d R ^ { 2 } } { A ( R ) } + R ^ { 2 } d } d { \cal F }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>10</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43323.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>W _ { 1 } ( x ) = - \sqrt { 2 } m t g h \left( \frac { m } { \sqrt { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>11</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2733.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\times \int d ^ { 3 } x \, t r \left[ ( \partial _ { j } A _ { k } + A _ { j } A _ { k } ) ( \partial _ { i } f g - \partial _ { i } g f ) + \partial _ { i } ( A _ { j } A _ { k } ) ) } ) { 1 } { 1 + \mu } \, f g - \frac { \mu } { 1 + { 1 + \, \mu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>12</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82495.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82495.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\xi _ { 0 } = i \sigma _ { 3 } , \quad \gamma _ { 1 } = i \sigma _ { 1 } , \quad \gamma _ { 2 } = i \sigma _ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>13</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38165.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/38165.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>m _ { 1 } ^ { 2 } \simeq 1 . 0 4 \, , \quad m _ { 2 } ^ { 2 } \simeq 1 . 9 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>14</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/48417.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>X _ { h } : = \left\{ \begin{undefined} { 1 , } &amp; { \quad \mathrm { a t ~ ~ h e ~ ~ u m p ~ o f ~ t f e ~ \mathrm { ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>15</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/56672.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { I } = \frac { - k _ { 1 } k _ { 2 } } { \pi } \int d ^ { 2 } z T r ^ { 2 } ( g _ { 1 } ^ { - 1 } \partial g _ { 1 } 1 } ~ S { \partial } g _ { 2 } g _ { 2 } ^ { - 1 } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>16</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43729.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ 0 T } 0 ^ { ~ \; { U i p { ( q ) } \times ~ S U ( 4 ) } ) ~ \times ~ ~ U ( 4 ) \times } } ~ 1 , 1 , 1 + , 1 + T ) 1 + T ) \otimes , 1 ) \otimes ( 1 , 6 , 1 ) 6 , 1 ) 4 , 1 ) ) ( 4 , 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) , 1 ) 4 , 1 ) ) \otimes 1 ) 4 , 1 )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>17</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94209.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/94209.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\beta _ { + } ^ { 2 } \Delta _ { a } ^ { \prime } ( x - y ) + \beta _ { - } ^ { 2 } \Delta _ { b } ^ { 2 } ( x - y ) = g ^ { 2 } \langle \phi _ { a } ( x ) \phi _ { a } ( y ) \rangle - \operatorname { l n } ( x - y ) ^ { 2 } \mu ^ { 2 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>18</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101392.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/101392.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>U _ { 1 1 } = U ^ { 1 1 } = \tilde { U } _ { 1 1 } = \bar { U } ^ { 1 1 } = \tilde { U } _ { 2 2 } = \bar { U } ^ { 2 2 } = 1 , U _ { 2 2 } = U ^ { 2 2 } = - 1 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>19</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66989.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>D _ { a } u ^ { i } = \partial _ { a } u ^ { i } + u _ { a } { } ^ { k } \Gamma ^ { i } { } _ { j k } ^ { i } i } _ { j k } k }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>20</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3805.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/3805.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Z _ { g m { g i y y } ^ { k } ( \beta ) = \sum _ { \{ M _ { k } \} } \; \prod _ { \{ E _ { i } - 2 2 } \} } \operatorname { e x p } ( - \beta \, \chi ( M _ { 2 } ^ { E } ) \, \} .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>21</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16684.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/16684.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta J _ { \pm } = \epsilon _ { \pm } \partial _ { \mp } = t</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>22</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88232.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/88232.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A _ { i } ^ { \perp } = \left( \delta _ { i j } - \frac { \partial _ { i } \partial _ { j } } { \partial ^ { 2 } } \right) _ { j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>23</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/62040.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Phi ( t , \vec { x } ) = \hat { \Phi } ( \vec { x } ) + \phi ( t , \vec { x } ) , \ \ \ A _ { \mu } ( t , \vec { x } ) = \hat { A } _ { \mu } ( \bar { x } ) + \hat { A } _ { \mu } ( \bar { x } ) +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>24</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47454.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/47454.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\tilde { v } ^ { ( 1 ) } = ( v _ { j } ^ { \dot { j } } , 0 , \, v v</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>25</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15593.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal S } _ { r e g } = { \frac { \beta } { 4 8 } } \int _ { x _ { k } } ^ { + \infty } R _ { { _ { } } } + \infty }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>26</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38211.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/38211.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>s \mu \, = \, i \lambda P _ { - }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>27</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20065.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/20065.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sigma ^ { \mu \nu } ( C ) - \frac { A } { m ^ { 2 } } P ^ { \mu \nu } ( C ) = 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>28</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/73046.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/73046.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H = \int _ { V } d ^ { 3 } x ( \pi _ { k } , \dot { A } ^ { k } ) - L _ { 0 0 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>29</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98798.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { \mathrm { { d } = t r \int d ^ { 4 } x \left( \frac { g ^ { 2 } } { 8 } { ^ { 2 } \chi ^ { \chi ^ { * / _ { \mu \nu } ^ { } ^ { \frac { g ^ { 2 } } 2 } } { 4 } { \chi ^ { } \mu \nu } \mu } \psi _ { \nu } ^ { * } - \frac { g ^ { 2 } } { 3 2 } \varepsilon ^ { \mu } { \mu } \nu } \psi _ { \psi _ { { * } \psi _ { \nu } ^ { } ^ { \frac { + \frac { 2 } } { 3 2 } 3 2 } 2 } \psi ^ { \psi ^ { \rho \mu } \psi _ { { * } { * } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>30</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15529.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15529.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A _ { 0 } ^ { a a } ( \vec { x } ) \rightarrow A _ { 0 } ^ { a a } ( \vec { x } ) + +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>31</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100889.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\rho ^ { \prime } = - \frac { 1 } { 2 ( t - t _ { * } ) } \left( \zeta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>32</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43401.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/43401.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { A } : = \partial _ { A A ^ { \prime } } \lambda ^ { A ^ { \prime } } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>33</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10889.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal L } _ { Q } ^ { \dagger } B _ { i } ^ { 3 } { \cal \cal U } _ { \Delta } = \frac { 1 } { 2 } \epsilon _ { i j k } \left\{ } e ^ { - i g A } F _ { j k } e ^ { i g \Delta } \right) ^ { 3 } + i g { \cal W } _ { \Delta } ^ { \dagger } \left( [ A _ { j } , A _ { k } ] \right) ^ { 3 } } } { 3 } } } { 3 } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>34</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94854.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/94854.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S = \int d ^ { d + 1 } x \sqrt { g } \left[ - \hat { R } + \frac { 1 } { 2 } \tilde { g } ^ { a b } \partial _ { a } \phi ^ { I } G _ { I J } ( \phi ) \partial _ { s } \phi ^ { j } - V ( \phi ) \right] + 2 \int d ^ { d } x \sqrt { g } \, H \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>35</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/73977.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/73977.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>| \Xi \rangle = F _ { m } \rangle \otimes | \Xi _ { g } \rangle \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>36</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9507.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S = \frac { 1 } { T } \int d ^ { 2 } x \mathrm { T r } r } _ { \mu } U ( x ) \, \partial _ { \mu } \mu } { } _ { \mu } \mu } \mu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>37</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/14333.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>u _ { 2 } ^ { * } ( q ^ { + } , { { q } _ { \perp } ) = f ( q ^ { + } ) q _ { \perp } ^ { 2 } \; \; , \; \; \; \ = \frac { 1 } { \eta }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>38</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96155.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96155.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\zeta _ { g } ^ { f } = \xi _ { \alpha } ( \tau _ { a } ) _ { \xi } ^ { f } \ , \qquad \xi _ { I } = \mathrm { R e } \, \eta \, , \qquad \xi _ { 2 } = - i { l } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>39</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37466.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { d x } { d X } = \frac { ( \gamma + + \gamma + { 2 \alpha } \hspace {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>40</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32666.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/32666.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>2 + b _ { 1 } \geq 2 ( V _ { 0 } + V _ { 1 } + V _ { 2 } + V _ { 3 } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>41</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10898.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/10898.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>R ( k , m ^ { 2 } , \lambda ) = \frac { \lambda ^ { 3 } } { ( k ^ { 2 } - m ^ { 2 } ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>42</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/48851.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left( \frac { \Delta X ^ { \mu } } { d z } \right) \left( \frac { \partial } { \partial \xi ^ { c } } c } } } X ^ { \mu } } { \partial \xi ^ { c } } ^ { c } } } \left[ ^ { - 1 } \left[ { \frac { \Delta X ^ { \right] } } { d \tau } } \right] { \mu } } { d \tau } \right) \Gamma _ { \mu { d \tau } } \right) \Gamma _ { \mu \lambda } ^ { \nu } \left( d \tau } \right) X ^ { \lambda } } { d \tau } } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>43</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3838.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/3838.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>z = \frac { 3 } { \sqrt { \gamma } } ( e ^ { \bar { K } / 2 } U ) ^ { 1 / 3 } = \frac { 3 } { \sqrt { \pi } } \, ^ { { ( ( g / / } ( T + + { T } ) ^ { - 1 1 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>44</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/74886.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>s _ { \psi } \; = \; \frac { q ^ { 2 } } { 2 } \; + \; s _ { _ { ~ ~ = ~ \frac { 1 } { 2 } { 2 { H } } ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>45</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25299.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/25299.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ A , A ^ { + } ] = [ N + \tilde { N } ] = : [ 2 \hat { N } ] , ~ ~ ~ q ^ { \pm N } A ^ { \pm } = A ^ { + } q ^ { \pm ( N \pm 1 ) } ~ \mathrm { o r r } A \equiv \equiv</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>46</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/78279.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/78279.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal A } ( t ) = \langle \psi _ { f } | \operatorname { e x p } ( - i H t t )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>47</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/83302.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \lambda ^ { 2 } } { 1 6 \pi ^ { 2 } } \left( \sigma _ { e } \, \phi _ { c } ^ { 2 } + \frac { \sigma _ { c } \, \phi _ { c } ^ { 2 } } { 2 \epsilon } + \frac { \phi _ { c } ^ { 4 } } { 4 } + \frac { \phi _ { e } ^ { A } } { 4 \, \epsilon } + \sigma _ { c } ^ { \, } + } + \phi _ { c } ^ { 2 } } { 4 } + \frac { \phi</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>48</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80524.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/80524.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>L d t = a _ { k } d \vec { p } ^ { k } - V ( \vec { p } ) d t - \lambda _ { i } \Phi ^ { l } ( \vec { g } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>49</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/22175.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/22175.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = V ( r ) ( d \chi + n A ) ^ { 2 } +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>50</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99264.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/99264.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>G L ( D ) \otimes R _ { 1 } \otimes \cdots \otimes R \cdots</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>51</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/54729.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/54729.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>h I ^ { \alpha } h ^ { - 1 } = R ^ { \alpha }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>52</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102284.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102284.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi ( r ) = - \frac { 1 } { 2 } \operatorname { l n } 2 Q ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>53</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/83571.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { f } _ { 3 } \hat { \phi } ^ { 3 } + \tilde { f } _ { 2 } \tilde { \phi } ^ { 2 } + \tilde { f } _ { 1 } \widehat { \phi } + \tilde { f } _ { 0 } = \tilde { f } _ { 0 } = \tilde { f } _ { 0 } = \tilde { f } _ { 0 } = \tilde { f } _ { 0 } = \vec { f } _ { 0 } = \vec { f } _ { 0 } = \vec { f } _ { 0 } = \vec { f } _ { 0 } = \vec { f } _ { 0 } = \vec { f } _ { 0 } = \vec { f } _ { 0 } = \vec { f } _ { 0 } = \vec { f } _ { 0 } = \vec { f } _ { 0 } = \vec { f } _ { 0 } = \vec { f } _ { 0 } = \vec {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>54</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37600.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S = \int d ^ { 2 } x \sqrt { - g } \left( - y \nabla ^ { \mu } \nabla _ { \mu } \psi - \alpha</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>55</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38524.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/38524.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Phi ( t , h ) = \int d x \Phi ( t , x ) h ( x ) , \; \; \Phi ^ { * } ( t , h ) = \int d x \Phi ^ { * } ( t , t )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>56</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26462.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26462.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { S } { A } \leq s \, \eta ^ { 1 - 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>57</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79253.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>A _ { \mu \nu \gamma } \Pi ^ { \mu \mu ^ { \prime } } \Pi ^ { \nu \nu ^ { \prime } } \Pi ^ { \nu ^ { \prime } } \, \Pi ^ { { \gamma ^ { \prime } } \, ( ( _ { \mu ^ { { } } ^ { \prime } } \nu \, ( X \partial ^ { { } X ^ { \dagger } - X ^ { { } \partial ^ { \alpha } X ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>58</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23348.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/23348.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\nabla : ( S A ) _ { n , m } \rightarrow ( S / )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>59</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10129.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>E _ { a b } ^ { I J } E _ { a b I J } = 2 A A _ { { J } = 2 A A</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>60</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26692.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26692.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal L } = \int d x \{ \frac { 1 } { 2 } ( \partial _ { \mu } \phi _ { 1 } ) ^ { 2 } + \frac { 1 } { 2 } ( \partial _ { \mu } \phi _ { 2 } ) ^ { 2 } - \frac { \lambda } { 4 } ( \phi _ { 1 } ^ { 2 } - \phi _ { 2 } ^ { 2 } - f ^ { 2 } ) ^ { 2 } \}</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>61</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94270.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I _ { 0 } = - \sqrt { \sigma } + \frac { 3 } { 2 } \sqrt { \pi } \operatorname { c o n } ^ { 2 } } \sqrt { \frac { 3 } { 2 } } } { 1 / 4 } D - \frac { 1 } { 2 } \operatorname { { { l \frac { \sqrt { { { \sqrt { { { { - \sqrt { \sqrt { { \sqrt { { { { { \sqrt { { { } \sqrt { { { { } + \sqrt { \tau } + \sqrt { \tau } + \sqrt { \tau }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>62</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7291.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>a _ { l } = \bar { a } _ { I } + \sum _ { k = 1 } ^ { \infty } \frac { \mu ^ { 2 k } } { ( k ) ^ { 2 } } } } \partial _ { ^ { 2 } 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>63</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/74095.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/74095.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( J _ { s } ^ { i j } ) _ { 6 } = - 3 \partial _ { i } J ^ { + - i ( j ) } = - 3 J ^ { - i j } , \quad ( I _ { 2 } ^ { 2 i i } ) _ { 6 } = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>64</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52302.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\{ X ^ { M } , P ^ { N } \right] = i \eta ^ { M N } , \quad \{ \psi ^ { M } , \psi ^ { N } \} = \eta ^ { M N } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>65</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/34692.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/34692.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = - d t ^ { 2 } + e ^ { 2 \alpha _ { 0 } ( t ) } \delta _ { i j } d _ { i j } d</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>66</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/46271.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d s _ { \mathrm { t r r . } } ^ { 2 } = - \left( 1 - \frac { 2 n } { { \frac { ^ { \frac { n + { 1 } 1 } } \, d t ^ { 2 } + \left( 1 - \frac { 2 \eta } { r } \right) ^ { \frac { \pi - { } { 4 } } d r ^ { 2 } + \left( 1 - \frac { 2 \eta } { r } \right) ^ { 1 + \frac { 2 \frac { 2 n 1 } } 1 } } 2 } d \Omega ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>67</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101838.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/101838.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>T = W ( - \infty ) - W ( + \infty ) \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>68</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85987.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/85987.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\dot { \varphi } _ { ( s ) i } = - \frac { \partial H } { \partial q _ { ( s ) i } } = \{ p _ { ( s ) i } , H</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>69</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24026.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/24026.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\dot { x } ^ { 2 } \dot { x } ^ { 2 } - ( \dot { x } \hat { x } ) ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>70</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/40000.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/40000.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( \Delta x ) ^ { 2 } = \langle \delta x ^ { \mu } \delta \gamma ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>71</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75516.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/75516.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\operatorname { l n } \left( 1 + \sum _ { k = 1 } ^ { \infty } \frac { v _ { k } ( t ) } { \nu ^ { k } } \right) \simeq \sum _ { k = 1 } ^ { 4 } \frac { F _ { k } ^ { N } ( t ) } { \nu ^ { K } } \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>72</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2867.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/2867.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { + } ( \beta ^ { - 1 } \partial _ { - } \beta ) = - ( \beta ^ { i } \beta _ { - } \beta ) = - ( \beta ^ { i } \beta ^ { i } \beta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>73</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52512.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/52512.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\varphi _ { j } \rightarrow \lambda _ { j } \varphi _ { j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>74</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95830.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/95830.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\epsilon ^ { \mu \nu \alpha \beta } A _ { \mu \nu \alpha } \partial _ { \beta } a .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>75</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86208.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/86208.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma ^ { \alpha } ( \partial _ { \alpha } - \frac { 1 } { 2 } \omega _ { \alpha } ( e ) ) \varepsilon ( x ) = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>76</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/22581.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/22581.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H _ { B C _ { n } } = t r L _ { B C _ { n } } = \frac { 1 } { 2 } \sum _ { \rho \in \Lambda _ { B C B { n } } } ( e ^ { \mu \rho } \theta _ { \mu } + e ^ { - \mu \varphi } b _ { \mu } ^ { \prime } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>77</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64854.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\partial _ { i } ( \sqrt { - g } \, g ^ { i j } \, \partial _ { j } \phi ) + \frac { ( D - 2 ) \kappa ^ { 2 } \alpha _ { x } \sqrt { - g } } { 3 2 } e ^ { - a _ { _ { \Phi } F ^ { 2 } = 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>78</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20246.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H _ { k , i } ( L ) : = \int _ { S ^ { 1 } } \mathrm { r e s } \left( L _ { d } ( L ) ) ) _ { i i } ^ { k / p } , \qquad v i = 1 , , , 2 s , \quad k = 1 , 2 , ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>79</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35563.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal B } = \left\{ p _ { \mu } \right| - \frac { \pi } { a } } } _ { \mu } \leq \frac { \pi } { a } { a } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>80</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/78308.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/78308.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>G r { \mu } ( k ) = i i { [ ( a \cdot k ) - 1 ] k ^ { \mu } - k ^ { 2 } a ^ { \mu } ( k ) } { { ^ { 2 } + i \epsilon ^ { \prime } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>81</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89504.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Q _ { I } = \int _ { S ^ { m } - r _ { a } } * { \cal E } _ { p _ { k } + l } { { \prime }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>82</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19342.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/19342.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>e ^ { B } \left( \frac { 1 } { 2 } A ^ { \prime \prime } - \frac { 1 } { 2 } B ^ { \prime \prime } + \frac { D _ { 1 } } { 4 } A ^ { \prime 2 } - \frac { 1 } { 4 } B ^ { \prime 2 } - \frac { 1 } { 4 } ( D _ { 1 } - 1 ) A ^ { \prime } B ^ { \prime } \right) = \frac { \kappa ^ { 2 } } { 2 a ^ { 2 } } ( \frac { 1 } { e ^ { 2 } } P ^ { \prime } + 2 v ^ { 2 } f ^ { 2 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>83</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89328.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \partial V _ { i } ^ { a } } { \partial t } = \frac { { \frac { 2 } \epsilon _ { i j k } [ V _ { j } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>84</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50049.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Omega ( z ) = e ^ { - \lambda ( y ) / ( D - 1 ) } ~ ~ ~ \mathrm { a n d \; \; \mathrm { O m e g a } ^ { 2 } ( z ) d z ^ { 2 } = d</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>85</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64722.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\epsilon = e ^ { \frac { i } { 2 } a r \gamma _ { r } } \left( 1 + \frac { i } { 2 } a x ^ { \alpha } \gamma _ { \alpha } ( 1 - i \gamma _ { r } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>86</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77279.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/77279.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( J _ { 0 } ^ { i } + \tilde { J } _ { 0 } ^ { i } ) \, \psi \, = \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>87</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69137.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal F } _ { - \frac { 1 } { 2 } , , } ^ { c } \circ { \cal F } _ { - \frac { 1 } { 2 } , 0 } ^ { c } = { \cal F } _ { - \frac { 1 } { 2 } , 0 } ^ { c } + W _ { - 1 , 0 } ^ { { { { + W _ { - 1 , 0 } ^ { , 0 } ^ { ^ { l { l }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>88</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44268.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal L } = \frac { 1 } { 2 } \partial _ { \mu } \theta \partial ^ { \mu } \theta + 2 e 2 _ { \mu \nu } A ^ { \mu } \partial ^ { \nu } \theta + ( a - 1 ) e ^ { 2 } A _ { \mu } A ^ { \mu } } ; ; \quad _ { 0 1 } = = = =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>89</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55096.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T _ { \mu \nu } = ( \partial _ { \mu } \phi ) ( \delta _ { \nu } \phi ) - g _ { \mu \nu } \frac { 1 } { 2 } [ g ^ { \alpha \beta } ( \partial _ { \alpha } \phi ) ( \partial _ { \beta } \phi ) - m ^ { 2 } ^ { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>90</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/57864.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/57864.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { \partial \varphi } { \partial k } ( s ; k _ { 0 } ) = K _ { 1 } \chi ( s ; k _ { 0 } ) + K _ { 2 } \frac { \partial \chi } { \partial k } ( s ; k _ { 0 } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>91</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1697.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>P _ { m a s s } ^ { - } \cdot | \Psi _ { q } \rangle = \frac { K } { P ^ { + } } \times \frac { 1 } { 2 } m ^ { 2 } \left( \frac { 1 } { n _ { 1 } } + \cdots + \frac { 1 } { n _ { 4 } } \right) n _ { _ { q } \rangle ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>92</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1435.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>_ { { } ^ { ( i ) } ( k ) = 0 0 , \; \; \; \; { k } \cdot \bar { { } ^ { ( i ) } ( k ) = 0 \; \; \; i = 1 , 2</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>93</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5408.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/5408.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta _ { B } ( x ) = \langle T B ( x ) A ^ { 0 } ( 0 ) \rangle = - \frac { i } { \theta }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>94</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/34459.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \alpha _ { m } ^ { ( i ) } } { R } \rightarrow k _ { _ { \; , \; \frac { n \pi } { 2 L } \rightarrow k _ { z } \; \mathrm { a n d } \; \omega _ { { , m } n } \rightarrow</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>95</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69845.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/69845.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>T _ { 5 } ^ { ( A ) } = \frac { 1 } { 2 \pi } \left( T _ { 2 } ^ { ( A ) } \right) ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>96</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75430.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { R } [ \phi ] = \frac { 1 } { 1 8 0 } \frac { 1 } { ( 4 \pi ) ^ { 2 } } \, }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>97</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63112.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\alpha ^ { \prime } M ^ { 2 } = 4 \left( N _ { R } - 1 \right) + \alpha ^ { \prime } Q _ { + } ^ { 2 } = 4 \left( N _ { L } - 1 \right) + \alpha ^ { \prime } Q _ { 2 } ^ { 2 } , \quad N _ { R } - N _ { L } = m _ { 0 } w _ { 0 } = m _ { 0 } w _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>98</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/76312.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/76312.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal L } = \frac { 1 } { 1 2 } \, H ^ { i j k } H _ { i j k }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>99</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41221.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/41221.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\pi \nu + \tau ^ { \prime } \mu = \pi \tau ^ { \prime } , \qquad 2 + \mu &gt; \tau , \qquad 2 + \nu &gt; \tau ^ { \prime }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>100</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72465.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/72465.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { G } _ { a b } ^ { \prime } = \frac { 1 } { \sqrt { \pi } } \hat { G } _ { a b } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>101</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9129.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>t = t ( v ^ { 1 } , \sigma ) , ~ ~ ~ ~ ~ v ^ { 2 } = } ( { 2 } ( v ^ { 1 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>102</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82032.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\{ \eta _ { M N } \} = \left( \begin{undefined} { g _ { \alpha \beta } + g _ { \rho \sigma } A _ { \alpha } ^ { \rho } A _ { \beta } ^ { \sigma } } &amp; { g _ { \mu \rho } A _ { \beta } ^ { \rho } } \\ { A _ { \alpha } ^ { \rho } g _ { \rho \nu } } &amp; { g _ { \mu \nu } } \\ \end{undefined} \right) \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>103</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5828.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S = \frac { 1 } { 4 } \int _ { 0 } ^ { T } d \tau \dot { x } ^ { 2 } 2 } \, i k \cdot [ x ( \tau _ { 2 } ) - x ( x ( { 2 } ) - x ( \tau _ { 2 } ) - x ( \tau _ { 2 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>104</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26306.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26306.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>E _ { 2 } ( x ) = \frac { \Gamma ( n - 1 ) } { ( 4 \pi ) ^ { m / 2 } \Gamma ( n / 2 ) } ( \frac { R } { 6 } - 2 ( n - 1 ) V ^ { 2 } (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>105</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/81737.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/81737.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>W _ { \mathrm { e f f } } ( S ) = \frac { 1 } { 2 \alpha } \sum _ { I , J } A _ { I J } S _ { I } S _ { J }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>106</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6095.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f \circ g ( x ) = \{ P ( \alpha _ { \phi } ) ( f _ { \phi } \otimes g _ { \phi } ) \} \left( x ; 0 )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>107</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66117.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal B } _ { \Gamma } \left[ \Delta ( x ) \cdot \Gamma \bf = 0 \ = 0 \</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>108</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10155.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>| I _ { P , P { P } } | &lt; C \sum _ { _ { = 0 } ^ { L } \frac { } 2 l ^ { \prime } + 1 ) + 1 ) } { { \prime } ( \prime } ( \prime } + 1 ) + 1 ) + 1 ) + 1 ) +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>109</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96944.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96944.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ J , D ] = [ J , \pi ( a ) ] = [ S , D ] = [ S , \pi ( a ) ] = [ J , S ] = [ J , S ] = [ J , B ] = [ J , B ] = [ J , B ] = [ J , B ] = [ J , B ] = [ J , B ] = [ J , B ] = [ J , B ] = [ J , B</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>110</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85090.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left( e ^ { \eta } + \frac { 1 } { 2 } \frac { q _ { 2 } ^ { 2 } } { q _ { 1 } ^ { 2 } } \hat { b } ^ { 2 } \right) ^ { \prime } = q _ { 3 } L ^ { - 1 } e ^ { \eta } \, {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>111</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95877.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/95877.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Psi _ { 0 } [ \{ x _ { n } \} ] \sim \operatorname { e x p } \left( - \sum _ { n = 1 } ^ { \infty } \frac { n } { 2 } x _ { n } ^ { 2 } - x _ { 0 } ^ { x } \right) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>112</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51752.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/51752.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ A _ { T , i } ^ { a } ( x ) , \pi _ { T , j } ^ { b } ( y ) \} ^ { * } = \frac { 1 } { 2 } \delta _ { a b } \Big ( g _ { i j } + \frac { \partial _ { i } \partial _ { j } } { \nabla ^ { 2 } } \delta \delta \delta _ { l }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>113</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100264.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/100264.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>E = ( a _ { 0 } + a _ { 1 } ) ( 1 - B / 2 ) , \qquad F = ( a _ { 0 } - a _ { 1 } ) ( 1 - B / 2 ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>114</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69567.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>J _ { L } ^ { a } = \bar { \psi } _ { L } t ^ { a } \psi _ { L } , \quad J _ { R } ^ { R } ^ { \bar { \alpha } } = \bar { R } t ^ { } t ^ { \bar { _ { R } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>115</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38238.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I _ { W } ( z ) K _ { W } ( z ) = \frac { 1 } { 2 W } \left[ 1 + \frac { z ^ { 2 } / 2 } { 1 - W ^ { 2 } } - \frac { \pi ( z / 2 ) ^ { 2 W } } { W \Gamma ^ { 2 } ( W ) \operatorname { s i n } \pi W } + O ( z ^ { 4 } , z ^ { 2 N , z ^ { 2 N</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>116</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44556.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44556.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>J _ { 0 } ( A ^ { \dagger } | m \rangle ) = A ^ { \dagger } f ( J _ { 0 } ) | m \rangle = f ( \alpha _ { m } ) ( A ^ { \dagger } | m \rangle ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>117</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100088.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H ^ { \prime } ( t ) = U _ { A } ^ { \dagger } ( t ) V ( t ) U _ { A } ( t ) = - \sum _ { n , m , m } e ^ { - i ( - m _ { m } ( t ) - \alpha _ { n } ( t ) ) } \langle m , t | h _ { { } } n , t t | m , 0 , 0 0 0 . 0 , 0 , 0 . 0 . 0 , 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 . 0 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>118</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102322.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { \sigma } _ { p } = \left\{ 1 _ { 2 } , \sigma _ { 1 } , \sigma _ { 1 } , \sigma _ { 1 } , \sigma _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>119</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8486.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/8486.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sigma = \frac { \alpha _ { 0 } } { k _ { 0 } \ell ^ { 2 } + C _ { a d j } } \left( k _ { 0 } l ^ { 2 } + \frac { 1 } { 2 } C _ { a d j } \right) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>120</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53549.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( M a z ) ^ { 2 } } \frac { 1 } { 1 6 } ( M ^ { ( 0 ) } + L ) _ { a b } ( \alpha _ { 0 } ^ { a } } _ { 0 } ^ { a } ) { \cal M } ^ { ( 0 ) } \left( \begin{undefined} { \alpha _ { 0 } ^ { b } } \\ { A _ { 0 } ^ { b } } \\ \end{undefined} \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>121</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61761.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Delta _ { \varepsilon , \pm 1 , \bar { \varepsilon } } = \frac { \sigma ^ { 2 } } { 2 } \cdot \frac { m - i \varepsilon \beta } { 2 m } \cdot \frac { m - i \bar { c } \vec { p } } { 2 m } \cdot \frac { 1 } { 2 } \sigma _ { p } \left( \sigma _ { p } \pm 1 \right) = \Psi _ { e , \pm 1 , \bar { z } } \cdot \vec { y } _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>122</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77790.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\partial a _ { 1 } ( x , y ) | = \frac { 1 - 3 j } { 1 2 } ( \partial ^ { 3 } h ) - \frac { j } { 1 2 } ( \partial ^ { 3 } ^ { 3 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>123</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33848.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/33848.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ Q _ { \alpha A } , Q _ { \beta B } \} = P _ { \mu } ( C \gamma ^ { \mu } ) _ { \alpha \beta } \Omega _ { A B } + C _ { \alpha \beta } \; Z _ { \alpha \beta } \; Z _ { \alpha \beta } \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>124</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25539.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>: \hat { H } _ { J } : ( t ) | F , A ( t ) \rangle = \varepsilon _ { F } ( t ) | F , A ( t )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>125</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41471.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/41471.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( H _ { 0 } ^ { - ( 0 ) } ) ^ { 2 } - ( P _ { 0 } ^ { - ( 0 ) } ) ^ { 2 } = 0 , \quad ( \bar { H } _ { 0 } ^ { - ( 1 / 2 ) } ) ^ { 2 } - ( \tilde { P } _ { 0 } ^ { - ( 1 / 2 ) } ) ^ { 2 } ) ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>126</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98910.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/98910.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( n - 3 ) c _ { + 0 } + ( n + 1 ) c _ { + j } + 2 c _ { + } = 0 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>127</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7299.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F = \frac { 1 } { 2 \pi } \left( \delta ( m ) - \theta ( \infty ) - m ^ { + } + \pi n ^ { - } - \delta ( - m ) + \delta ( - \infty ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>128</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100621.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\langle \phi , F \psi \rangle = \left( F , F</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>129</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/28437.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/28437.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>k _ { 1 } ^ { \mu } T _ { \mu \nu } ^ { ( 3 ) a b } \approx k _ { 2 \nu } S ^ { a }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>130</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/83960.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/83960.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>V _ { i } = \frac { d X _ { i } } { d t } = \frac { i } { \hbar } \, [ H ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>131</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1821.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>M _ { Y _ { 1 } Y _ { 6 } } ^ { 2 } = 2 \left( \begin{undefined} { H } &amp; { - 2 i c } \\ { 2 i c } &amp; { H } \\ \end{undefined} \right) . M _ { Y _ { 3 } Y _ { 4 } } ^ { 2 } = 2 \left( \begin{undefined} { H } &amp; { - } \\ { 1 i &amp; { &amp; { } &amp; { { 2 i c } &amp; { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>132</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/62908.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Sigma ( \Lambda , p ) = i \; p \frac { \alpha ^ { 2 } } { 6 } \left( \operatorname { l n } ( \frac { \Lambda } { p } ) - \frac { 4 } { 3 } + \frac { 3 } { 3 } + \frac { 3 } { 3 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>133</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82431.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T _ { 1 { { 1 } } ^ { R _ { 1 } } \star T _ { J _ { 1 } } ^ { R _ { 2 } } = \sum _ { R , J } \frac { 1 } { N } \left( \begin{undefined} { R } &amp; { R _ { 1 } } &amp; { R _ { 2 } } \\ { J } &amp; { J _ { 1 } } &amp; { J _ { 2 } } \\ \end{undefined} \right) \left\{ \begin{undefined} { R } &amp; { R _ { 1 } } &amp; { R _ { 1 } } &amp; { R _ { 1 } } &amp; { R } &amp; { } } &amp; { { 2 } } &amp; { \frac { p } { 2 } } &amp; { \frac { p } { 2 } } &amp; { \frac { p } { 2 } } &amp; { \frac { p } { 2 } } &amp; { \frac { p } { 2 } } &amp; { \frac { p } { 2 } } &amp; { \frac { p</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>134</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/81111.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/81111.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d \hat { s } ^ { 2 } = \varepsilon ^ { 2 } d s ^ { 2 } = - \tilde { n } ^ { 2 } \hat { c } ^ { 2 } d \hat { t } ^ { 2 } + \hat { a } ^ { 2 } \hat { \gamma } _ { i j } d \hat { x } ^ { i } d \hat { x } ^ { j } + \hat { b } ^ { 2 } d \hat { y } ^ { 2 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>135</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60202.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal L } _ { F } ^ { ( 2 ) } = \frac { i } { 2 } ( \theta _ { i } \bar { D } _ { 0 } \theta ^ { i } + \eta _ { i } \tilde { D } _ { 0 } \eta ^ { i } - 2 i \eta _ { i } } _ { 0 j } ^ { \dagger } \eta ^ { j } ) + e ^ { 2 \phi } \eta ^ { i } C _ { i j } ^ { \prime } \tilde { D } _ { 1 } \theta ^ { j } + h . c . . ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>136</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/14347.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Omega = G ^ { - 1 } d G = i \Omega ^ { a } P _ { a } + i \Omega _ { a } ^ { a } P _ { b } ^ { a } + i \Omega _ { a a } ^ { a } P _ { b } ^ { b } ^ { b } { { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>137</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29395.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/29395.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>U \vec { u } _ { i } = \lambda _ { i } \vec { u } _ { i } \qquad l = 1 , \; 2 , \; 3</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>138</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53735.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { u } _ { 2 n } = \hat { u } _ { 2 n + 1 } = \left( \begin{undefined} { - 1 / 2 } \\ { n } \\ \end{undefined} \right) = \frac { ( - 1 ) ^ { n } ( 2 n - 1 ) } { 2 ^ { n } n ! }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>139</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5703.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\theta - h d t , \qquad \mathrm { w i t h } \qquad \vartheta = ( p _ { i } - \frac { 1 } { 2 } B _ { c } \, \epsilon _ { i j } x _ { j } ) d x _ { i } + \frac { 1 } { 2 } } \theta _ { i j } } p _ { i } d p _ { j } = =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>140</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50173.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/50173.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { 1 } { ( q \, n ) ^ { j } } = P V \left( \frac { 1 } { ( q \, ( q ^ { j } } \right) - i r \frac { ( - 1 ) ^ { j - 1 } } { ( j - 1 ) ! } \delta ^ { ( c - 1 ) } ( q \cdot \eta ) \, \mathrm { s g n } ( q ^ { 3 } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>141</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41895.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/41895.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S = \beta ^ { 2 } \frac { \partial F } { \partial \beta } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>142</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44045.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\sigma _ { - 2 l _ { 1 } - 1 } \left( ( A _ { 1 } - \lambda ) ^ { - 1 } \right) ( x , - \xi , \lambda ) = ( - 1 ) ^ { j } \sigma _ { - 2 _ { 1 } - j } \left( ( A _ { 1 } - \lambda ) ^ { - 1 } \right) \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>143</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101692.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f ( x ) = \frac { x } { \operatorname { e x p } \left( 4 \pi T R x \right) - 1 } \quad \mathrm { a n d } \quad f ^ { \prime } ( 0 ) = ) = } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>144</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4858.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/4858.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f _ { t r } \, + f _ { t t t } \, f _ { e x x } - f _ { t t x } \, f _ { t x x } + f _ { t t t } \, f _ { t x x } - f _ { x t t } \, ^ { 2 } + f _ { x x x } \, f _ { x t t } - f _ { x x t } ^ { 2 } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>145</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98532.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/98532.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\int d \tilde { k } ^ { \prime } k ^ { \mu } \Delta ( k , k ^ { \prime } ) = .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>146</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/54647.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( - z ^ { - 1 } D _ { + } ^ { i } ) ^ { { 0 } - 1 } } - 1 } s ^ { k - i _ { 0 } - - _ { 1 } - } x { 0 } + { 0 } + } - { 1 } - i } { 1 } - i } } { } - i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>147</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5947.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>[ M _ { 2 \lambda } ^ { - 1 } , M _ { 0 } ^ { - 2 } ] + [ M _ { 1 \lambda } ^ { - 1 } , M _ { 1 2 } ^ { - 2 } ] + [ M _ { 0 } ^ { - 1 } , M _ { 2 - 2 } ^ { 2 } ] = = 0 {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>148</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/34979.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/34979.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H = ( P - e A ) ^ { 2 } - ( e / 2 ) \sigma _ { \mu \nu } F ^ { \mu \nu } + .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>149</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84825.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/84825.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi _ { 1 } ^ { 2 } + \frac { 1 } { 2 } \phi _ { 2 } ^ { 2 } = \frac { 1 } { 4 } + c \phi _ { 2 } ^ { 4 } \qquad .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>150</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89454.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T _ { U } ^ { m , , \beta } = \left[ - \frac { 1 } { 2 } T _ { 1 } ( u ) + \frac { 1 } { 2 } T _ { 2 } ( u ) - \frac { 2 } { 3 } T _ { 3 } ( u ) + \frac { { } { 1 2 } T _ { 4 } ( u ) - \frac { 1 } { 3 } T _ { 5 } ( u ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>151</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59592.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/59592.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { \partial ^ { 2 } \varphi _ { L } ( t ) } { \partial t ^ { 2 } } + 3 \Big ( { \partial a ( t ) / \partial t } { a ( t ) ) } \frac { \partial \varphi _ { L } ( t ) } { \partial t } + \frac { \delta ^ { 2 } V ( \hat { \phi } ) } { \partial \hat { \phi } ^ { 2 } } \varphi _ { L } ( t ) = =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>152</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/28169.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/28169.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>F ^ { ( 5 ) } = d C ^ { ( 4 ) } + ~ ^ { * } d C ^ { C }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>153</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5869.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/5869.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>a ( t ) = T ( 1 - \frac { t } { t _ { 0 } } ) ^ { 1 / 3 + 1 / 1 / ^ { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>154</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51301.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/51301.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>g _ { a b } ( \sigma ) = \partial _ { a } x _ { \mu } ( \sigma ) \partial _ { b } x _ { \mu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>155</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59191.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/59191.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>0 = \partial _ { \lambda } \partial ^ { \lambda } a ^ { \mu } + \partial _ { \tau } \epsilon ^ { \mu } = \partial _ { \lambda } \partial ^ { \lambda } a ^ { \mu } + \partial _ { \tau } ( \sigma \partial _ { \tau } a ^ { \mu } ) = ( \partial _ { \lambda } \partial ^ { \lambda } + \sigma \partial _ { \tau } ^ { 2 } ) a ^ { \mu \mu } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>156</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10596.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \partial } { \partial q _ { i A } } = \frac { \partial \frac { \partial \partial q _ { q _ { } \frac { \partial } { \partial r } + \frac { \partial e _ { B } } { \partial q _ { f } } \frac { \partial } { \partial e _ { B } } + \frac { \partial E _ { s } } { \partial q _ { e A } } \frac { \partial } { \partial E _ { s } } + \frac { \partial y _ { s B } } { \partial q _ { \phi A } } \frac { \partial } { \partial y _ { \phi A } } \frac { \partial } { \partial y _ { 4 A } } \frac { \partial } { \partial y _ { 4 A } } \frac { \partial } { \partial y _ { 4 A } } \frac { \partial } { \partial y _ { 4 A } } \frac { \partial } { \partial y _ { 4 A } } \frac { \partial \partial { \partial y</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>157</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64053.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { 2 \pi } { L } \left( \frac { 1 } { 2 } \right) \; \leq } \right) _ { n } ^ { + } \; \leq ~ } _ { n } ^ { + }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>158</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80245.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>A _ { P } ( \mathrm { s t t i n g } ) = - \frac { T _ { 1 } } { 2 } \int d ^ { 2 } \xi \sqrt { - g } \left( - g h ^ { - 1 } g ^ { i j } h _ { i j } + 4 \right) 4 \right) \quad ( i , i = 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>159</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68280.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/68280.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>g = 1 - \Delta \left[ 2 c _ { u } + \frac { 1 } { 2 } \left( c _ { f } ^ { 2 } + c _ { h } ^ { 2 } \right) + \frac { \beta } { 1 2 } \right] x ^ { 2 } + O</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>160</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/17359.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\beta _ { M N P } \rightarrow \beta _ { M N P } ^ { _ { = \beta _ { M 2 \lambda _ { 2 \lambda _ { M M } ^ { 1 } m _ { k | p } ^ { 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>161</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95824.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \kappa } { 4 x ^ { \pm 2 } } &lt; \frac { 1 } { 2 } \sum _ { i = 1 } ^ { N } ^ { N } f _ { i { \prime } f _ { } f _ { L L } ^ { \prime }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>162</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2689.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\gamma _ { 0 } = \beta , \; \; \delta _ { j } = q _ { j } e _ { L L } \omega , j = 1 , 2 , 3 , , \; \gamma _ { { h } = i e _ { h - 3 } \omega , h = 4 , . . . . . .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>163</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16203.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\omega ( a ) = \sum \Phi ^ { - 1 } ( a _ { ( 1 ) } ) j ( \beta ( a _ { ( 2 ) } ) ) \Phi ( a _ { ( 3 ) } ) + \sum _ { _ { \Phi ^ { - 1 } ( a _ { ( 1 ) } ) d \Phi ( a _ { ( 2 ) } ) d \Phi ( a _ { ( 2 ) } ) d \Phi ( a _ { ( 2 ) } ) d \Phi ( a _ { ( 2 ) } ) d \Phi ( a _ { ( 2 ) } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>164</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36312.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/36312.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\left( - \frac { d ^ { 2 } } { d r ^ { 2 } } + \frac { \ell ( \ell + 1 ) } { r ^ { 2 } } + U ^ { \prime \prime } ( \phi _ { 0 } ( r ) ) \right) \eta _ { \ell } ( r ) = E ^ { 2 } \eta _ { l } ( r )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>165</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65272.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>u _ { i } ^ { u } = \frac { 1 } { \sqrt { 1 + t t } } \left( \begin{undefined} { t } &amp; { 1 } { - 1 } &amp; { } &amp; { \end{undefined} \right) , \end{undefined} \right) , { v } ^ { i } = \frac { 1 } { \sqrt { 1 + t 1 + t \left( \begin{undefined} { \vec { { \vec { \\ { 1 } \\ 1 } \\ \\ \end{undefined}</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>166</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15117.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { 1 } { 4 \pi } \mathrm { { { } \, \tau _ { c l } \left[ \int d ^ { 4 } \theta \, \Phi ^ { \dagger } e ^ { V } \Phi + \int d ^ { 2 } \theta \, \frac { 1 } { 2 } W</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>167</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53401.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/53401.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ T ^ { a } , T ^ { b } ] = i f ^ { a b c } T ^ { c } \ \ , \ \ T r T ^ { a } T ^ { b } = i</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>168</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84809.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/84809.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { + } r ( x _ { + } , x _ { - } ) | _ { x _ { - } = 0 } = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>169</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96242.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96242.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { \Gamma ( a ) } { \Gamma ( a + b ) } = \Gamma ( 1 - b ) \frac { i } { 2 \pi } \int _ { } \int _ { { \cal R } _ { c i } } d t \, t ^ { a - 1 } ( t ) ^ { a - 1 } ( t )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>170</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59972.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\sigma _ { \mathrm { e f f } } = \sigma - \frac { \operatorname { l n } \left[ ( 1 + s ) \, e ^ { - \beta \beta u } \right] } { { _ { { } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>171</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/34000.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/34000.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>G ( z ) \; = \; \sum _ { r } \frac { G _ { r } } { z ^ { + \frac { 3 } { 2 } } } \; \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>172</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19899.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/19899.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma T = 0 , \quad \gamma U = V , \quad \gamma V \; \gamma ~ ~ \gamma V ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>173</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/87247.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname { t a n } 2 \theta = 1 2 \xi \eta 2 \frac { m _ { h } ^ { 2 } } { m _ { r } ^ { 2 } - m _ { k } ^ { 2 } - \delta \gamma \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ { 2 } ( 1 - 1 ) \gamma ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>174</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/48461.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { m _ { c } } { m _ { l } } \approx \frac { 1 } { 2 } ( \frac { 2 } { \frac { 2 } { 2 } { (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>175</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/83920.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/83920.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>3 \alpha _ { 1 } { } ^ { 2 } - \alpha _ { 2 } { } ^ { 2 } + 1 2 \Omega ( d - 3 ) = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>176</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44761.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44761.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H _ { 0 } = - \frac { g ^ { 2 } L } { 4 \pi ^ { 2 } } \frac { 1 } { K ( z ) } \sum _ { i } \frac { \partial } { \partial z _ { i } } K ( z ) \frac { \partial } { \partial z } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>177</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23895.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>[ u ^ { - 1 } \delta u ] ( x ) \right| _ { \chi } = \chi _ { \alpha } ( x ) L _ { a } } ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>178</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75242.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/75242.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\psi _ { R } = \frac { 1 + 1 } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>179</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68680.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>G ^ { R } ( k ) = \frac { N ^ { 2 } k ^ { 4 } } { 6 4 \pi ^ { 2 } } ( \operatorname { l n } | k ^ { 2 } | - i \pi i \pi ( - k ^ { 2 } ) \, ) \, n g n } \, } \, \omega \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>180</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79047.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/79047.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal L } _ { C S H } = { \frac { \kappa } { 2 } } \epsilon ^ { \mu \nu \rho } A _ { \mu } \partial _ { \nu } A _ { \rho } + ( D _ { \mu } \phi ) ^ { \dagger } D ^ { \mu } \phi - V</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>181</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59909.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/59909.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Phi : = ( \varphi _ { 1 } , ~ ~ \varphi _ { 2 } ) , \; \; \Phi { \Phi } \; : = ( \tilde { \varphi } _ { 1 } , \; \; \bar { \phi } _ { 2 } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>182</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/48286.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S = - \int \left( \mu ^ { A } d \lambda _ { A } + \bar { \mu } ^ { A } \, d \tilde { \lambda } _ { \dot { A } } + i d d</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>183</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75218.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Omega _ { \pi ^ { + } , \pi ^ { - } , m , n } ^ { ( 2 ) } = { \cal P } _ { \pi ^ { + } , \pi ^ { - } , m } ^ { ( 1 ) } ( z ) \tilde { \cal O } _ { \pi ^ { + } , \pi ^ { - } , n ^ { { ( 1 ) } ( \bar { z } ) d d _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>184</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60785.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/60785.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { z } \partial _ { \bar { z } } \left( \psi - \operatorname { l o g } \tau _ { 2 } \right) = 0 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>185</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/31607.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V _ { 5 } ^ { \mathrm { \boldmath ~ \boldmath f f } } } = - \tau _ { D { } 5 } } ^ { 2 } } { 2 } \left[ \frac { r _ { 1 } ^ { 2 } } { } } { 2 } } + \frac { + \frac { r _ { { 2 } } { r ^ { 2 } } 2 } } \right]</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>186</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6528.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/6528.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\langle x ^ { i } ( \tau ) x ^ { j } ( \tau ^ { \prime } ) \rangle = - 2 \alpha ^ { \prime } G ^ { j j } + \frac { i } { 2 } \theta ^ { i j } \epsilon ( \tau - \tau -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>187</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2706.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S ( \theta ) = \frac { \operatorname { s i n h } \theta + i \operatorname { s i n } \theta } { \operatorname { s i n h } \theta - i \operatorname { s i l } \operatorname { s i s } \theta - i \operatorname { s i</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>188</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88431.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/88431.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { t } ^ { 2 } X _ { 4 } - \left( \frac { i \rho } { 2 \pi \alpha ^ { \prime } } \right) ^ { 2 } \left( \frac { 1 } { \rho ^ { 2 } } \partial _ { \theta ^ { \prime } } ^ { 2 } + \partial _ { z } ^ { 2 } \right) X _ { 4 } + O ( l ^ { 3 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>189</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75455.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/75455.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>y ^ { N } + a _ { 1 } y ^ { N - 1 } + \cdots + a _ { N - 1 } y + 1 \; .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>190</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61248.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>- 2 \bar { R } _ { \mu \nu } F ^ { \rho \mu } F _ { \rho } \, { { \nu } - \frac { 1 } { 2 } ( F _ { \mu \nu } F ^ { \mu \nu } ) ^ { 2 } + \frac { 1 } { 2 } F ^ { \lambda \nu } F ^ { \mu \rho } F _ { _ { } F _ { \nu \rho } - 2 ( F _ { \rho } \rho } { } ^ { \nu } F ^ { \rho \mu } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>191</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55571.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d _ { i } 1 } ^ { 3 } { { } } _ { + } b _ { + } \rangle = _ { + } = \hspace { 0 . 5 } m } d _ { i = 1 } ^ { \prime } b _ { + } b _ { + } \rangle + } \rangle = 5 i m } i _ { i = 1 } ^ { \prime } b _ { + } b _ { + } \rangle = f _ { i } ^ { \infty } d k _ { i } d k _ { 2 } j k _ { 3 } , k _ { 3 } ) \frac { 1 } { N ^ { 3 / 2 } } \mathrm { T r } [ b _ { + } ^ { \prime } ( k _ { 1 } ) b _ { + } ^ { \dagger } ( k _ { 2 } ) b _ { + } ^ { \dagger } ( k _ { 2 } ) b _ { + } ^ { \dagger }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>192</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/57197.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/57197.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>c ( \xi ) = \frac { - - \, M \, \, \, { 2 } } { 3 \, \xi ^ { 2 } } + 2 \, \xi + 4 \, M \, \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>193</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26857.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { 1 } { g _ { R } ^ { 2 } } = \frac { 1 } { g _ { 0 } ^ { 2 } } \left( 1 - b _ { 0 } \int _ { s \int _ { } } ^ { \infty } \frac { d s } { s } e ^ { - M }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>194</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41300.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/41300.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>4 \pi \omega = ( 2 n + 1 ) \pi l \pm \operatorname { l o o } \pm \operatorname { l o o }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>195</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77297.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/77297.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Lambda ^ { \mu } ( p ) = - \frac { i p ^ { \mu } } { \sqrt { \xi } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>196</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/28759.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal { } _ { 7 } = 4 } { \pi ^ { 4 } } \sum _ { n = 1 } ^ { \infty } \sum _ { \sum _ { } ^ { \infty } { \infty } { \sum _ { } ^ { \infty } \sigma _ { \sigma _ { m , m , l } ^ { ( 7 ) } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>197</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68721.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/68721.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { \pi } { \lambda } - \frac { \eta } { \lambda } + \frac { \pi } { 2 } = \frac { 1 } { 2 } ( w _ { 0 } - \nu _ { 1 } - \nu _ { 1 } -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>198</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49970.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/49970.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>| \omega _ { \sigma } | = 1 \longrightarrow \mu \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>199</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/78507.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>G ^ { n _ { 1 } \ldots n _ { p } , a _ { 1 } \cdots a _ { r } } ( x _ { 1 } \ldots x _ { p } , y _ { 1 } \cdots y _ { n } ) = \langle T \left( \psi ^ { n _ { 1 } } ( x _ { 1 } ) \ldots \psi ^ { n _ { p } } ( x _ { \phi } ) \phi _ { a _ { 1 } } ( y _ { 1 } ) \ldots \phi _ { a _ { r } } ( y _ { 1 } ) \ldots \phi _ { a _ { r } } ( y _ { 1 } ) \ldots \phi _ { a _ { r } } ( y _ { 1 } ) \ldots \phi _ { a _ { r } } ( y _ { 1 } ) \ldots \phi _ { a _ { r } } ( y _ { 1 } ) \ldots \phi _ { a _ { r } } ( y</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>200</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38620.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Gamma _ { a d S } = e ^ { - 1 ( m ) } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>201</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91859.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta ^ { m n } \partial _ { m } \partial _ { n } e ^ { - C } = C ^ { - C } ^ { - C } = C</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>202</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13688.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>R ( t ) = \sum _ { r = 1 } ^ { D - 2 } \frac { \beta _ { r } } { t ^ { r } } + \frac { \beta _ { D - 1 } } { t ^ { D - 1 } } e ^ { - e ^ { - l { \bf } \right| } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>203</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102397.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S ~ = ~ \int d ^ { 3 } x ~ \bar { \Psi } ( x ) \left[ \gamma ^ { \alpha } D _ { \alpha } + M ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>204</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36122.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/36122.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\varphi \equiv \phi - \frac { 1 } { 8 N _ { f } } \gamma ^ { 0 } [ \gamma ^ { 5 } , \gamma ^ { 3 } ] \chi , \quad \chi \equiv \mathrm { t r } ( \frac { 1 } { 2 } \gamma ^ { 0 } [ \gamma ^ { 5 } , \gamma ^ { 3 } ] \phi ) \sim ] \phi</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>205</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37410.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>A _ { 1 } = \left( \frac { \omega - n \Omega _ { H } } { 4 \pi T _ { H } } \right) ^ { 2 } , \ \ B _ { 1 } = - \frac { \rho _ { - } ^ { 2 } } { p _ { + } ^ { 2 } } \left( \frac { \omega - m \Omega _ { H } \rho _ { + } ^ { 2 } \mathrm { c p } } p { _ { ^ { 2 } 2 } 4 \pi T _ { H } ^ { B T Z } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>206</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/11441.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>m _ { 0 } ^ { 2 } + \frac { 4 \lambda \mu ^ { 4 - D } } { ( \pi ) ^ { D / 2 } } \Gamma ( \frac { D } { 2 } - 1 ) \left[ ( \beta _ { t } ^ { 2 - D } + L _ { c } ^ { 2 - D } ) \zeta ( D - 2 ) + 2 E _ { 2 } ( ( D - 2 ) / 2 _ { t } t } , L _ { c } ) \right] \</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>207</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84649.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Q _ { \pm } ^ { ( j ) } { } ^ { ( ^ { 1 } \sum _ { a , 1 } \sum _ { a , b } \left[ [ f ^ { B } \partial _ { 0 } \phi ^ { ( { 0 } \phi ^ { ( j ) a } ^ { ( j ) a } ) \psi _ { \pm } ^ { ( _ { \pm } ^ { ( 3 ) b } ( \frac { \partial W ^ { ( j ) { ( } { \partial \phi ^ { ( j ) } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>208</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/22565.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/22565.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S _ { a } | P _ { L } ^ { a } , P _ { R } ^ { a } \rangle = \operatorname { e x p } ( \pi i m _ { a } ) | P _ { L } ^ { a } , P _ { R } ^ { a } \rangle \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>209</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93575.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/93575.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>V ( y ) = A ^ { \prime \prime } + ( A ^ { \prime } ) ^ { 2 } + m _ { n } ^ { 2 } e ^ { - 2 A } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>210</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75376.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>h | \hat { n } ; r _ { 1 } , \ldots , r _ { k } \rangle = E _ { i n , q _ { 1 } , . . . , n _ { k } \rangle } \left| \hat { { } ; r _ { 1 } , , , r _ { k } \rangle \rangle \rangle</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>211</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/21807.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { D } _ { c f t } = x ^ { a } \partial _ { x ^ { a } } + \tilde { \Delta } \, , \qquad \tilde { \Delta } = 2 - \alpha ^ { i } \bar { \alpha } ^ { i } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>212</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24884.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/24884.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\int _ { 0 } ^ { 1 } \operatorname { l o g } d _ { n } ( x ) \, d \operatorname { l o g } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>213</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96313.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { F } _ { a } ( p ) = \frac { \sqrt { M } } { \sqrt { 2 \pi } } \frac { 1 } { p } \, p } } \, [ C 4 M { - 4 M p ) + D | p | ^ { - 4 M { - 4 M | M { { } } \theta ( - p ) ] ] \qquad \quad . \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>214</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65198.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/65198.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>- \int d ^ { 1 0 } x \sqrt { g } \, ( \frac { 1 } { 2 \cdot 2 ! } F ^ { 2 } + \frac { 1 } { 2 \cdot 4 ! } F ^ { 2 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>215</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/103241.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/103241.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>- \operatorname { t a n h } \mu \left( \partial _ { \mu } A _ { - } - \partial _ { - } A _ { \mu } \right) = L A _ { + }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>216</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/57639.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = ( F f _ { 1 } \cdots j _ { 1 } f _ { 3 } ) ^ { 1 / 2 } ( a _ { 1 } ( r ) \cdots a _ { 2 } ( r ) ) ^ { 1 / 2 } \times \left( \frac { ( \sigma _ { 1 } ) ^ { 2 } } { f _ { 1 } ^ { 2 } a _ { 1 } ^ { 2 } } + \cdots \frac { ( \sigma _ { 4 } ) ^ { 2 } } { f _ { 7 } ^ { 2 } a _ { 9 } ^ { 2 } } + \frac { d r ^ { 2 } } { f _ { 8 } ^ { 2 } } + \frac { d r ^ { 2 } } { f _ { 8 } ^ { 2 } } + \frac { d r ^ { 2 } } { f _ { 8 } ^ { 2 } } + \frac { d r ^ { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>217</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35938.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ _ { i } \tau _ { i } - \tau _ { i } ^ { 2 } - \tau _ { i } ^ { \nu } \tau _ { i } + { _ { i } ^ { 2 } = \tau _ { i - 1 } \tau _ { i + 1 } - \tau _ { i } ^ { i } , \quad i = 0 , \; , \; \; \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>218</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6638.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>a _ { U ( 1 ) } = - c ( U ( 1 ) ) + \sum _ { C } T _ { U ( 1 ) } ( 1 + +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>219</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50190.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/50190.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>x \dot { \rho } \Omega - \frac { 1 } { 4 } x \tilde { \Omega } + \frac { 1 } { 2 } \Omega = c _ { 0 } \operatorname { l n }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>220</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32693.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/32693.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>P _ { 0 } = \frac { \partial S } { \partial t }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>221</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84386.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/84386.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\tilde { B } _ { 1 } ( k ^ { 2 } ) = - \frac { e ^ { 2 } } { ( 2 \pi ) ^ { \frac { 3 } { 2 } } } \frac { 1 } { 8 \sqrt { h ^ { 2 } } } \left( 1 + \frac { 4 m ^ { 2 } } { k ^ { 2 } } \right) \theta ( k _ { 0 } ) \theta ( k ^ { 2 } - 4 m ^ { 2 } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>222</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/40237.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left( \frac { \hat { p } ^ { i } \sigma ^ { j } } { \hat { \omega } } - \alpha \right) f ^ { 1 } = } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>223</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/39422.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/39422.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\psi _ { A } = \rho _ { E } ^ { 1 / 2 } \cdot [ C _ { 2 } K _ { i p } ( 2 \mu \rho _ { E } ) + C _ { 1 } I _ { i _ { p } } ( 2 \mu \rho _ { E } ) ] \longrightarrow \tau _ { \mu _ { 0 } &gt; 0 } \, \sqrt { \frac { \pi } { 4 \mu } } [ C _ { 2 } e ^ { i ^ { i 0 } } + C _ { 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>224</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/27916.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = \frac { u - \beta m } { u ^ { 2 \phi + 1 } } \left( \frac { ( u ^ { \prime } } { \prime } } ( ) ^ { 2 } } { 4 h ^ { 2 } ( u + 1 ) } - ( u + + 1</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>225</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72426.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/72426.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>R - \frac { 1 } { 2 } ( \nabla \phi ) ^ { 2 } - \frac { 1 } { 1 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>226</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32550.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/32550.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>g _ { N S } ^ { 2 } = G _ { s } ^ { n e w } ( 1 1 B ) ( L _ { s } ^ { n e w } ) ^ { 2 } = \frac { l _ { p } ^ { 3 } } { R } = \frac { l _ { p } ^ { 3 } } { R } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>227</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10431.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/10431.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ S _ { \mu } , p _ { \nu } \} ^ { * } \, = \, \epsilon _ { \mu \nu \gamma } p ^ { \gamma } \quad .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>228</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/62108.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f _ { n } ( { { { { { } ) = - \sum e ^ { \theta _ { i } } \sum _ { i } \sum</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>229</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91379.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ { F } ^ { \alpha \mu } { } _ { \lambda } \equiv { \frac { 1 } { 2 } } \, \eta ^ { \alpha \mu } { } _ { \nu \sigma }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>230</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63645.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Delta a _ { j } ^ { c } = \sum _ { k , l , m } a _ { k } ^ { i } \otimes a _ { l } ^ { k } \otimes a _ { m } ^ { i } \otimes a _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>231</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102554.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d M - \frac { \kappa d A } { 8 \pi } - \delta - \delta { - \oint d \phi ^ { a } G _ { a b } ( \phi ) \frac { \partial \phi ^ { b } } { \partial x ^ { i } } x ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>232</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75768.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>v _ { \mathrm { s l f } } = - \frac { \left( e _ { 1 } + \lambda _ { 1 } \left( \frac { z _ { 2 } \right) { { 2 ( ^ { 2 - } \right) { { { } \\ { 2 ( ( ( l { } , } , { ^ { ) ^ { \prime } } 2 } + \lambda _ { 4 } ^ { * ( 0 ) } ) } } } { ( 2 } } { ( { ( t { _ { ) } ) ^ { 2 } } { \cal P } ( z , { 1 } , i } ) ^ { - 1 } , - 1 } , \operatorname { c o t } z _ { { } (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>233</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32961.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>j _ { \mu } ( { \bf = e \int d e \int { \mu } e ^ { i i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>234</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85076.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/85076.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { N } _ { F } W _ { \psi } ^ { ( 0 ) } = - \int _ { 1 2 } S _ { 1 2 } ^ { - 1 } S _ { 2 1 } = - \int _ { 1 } \delta _ { 1 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>235</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3328.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/3328.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ } ^ { ( 5 ) } \Lambda + \frac { { _ { 5 } ^ { 2 } } { 6 } \lambda ^ { 2 } = } = { \frac { 1 } { 8 } } \left( { \frac { d \lambda } { d \phi } } \right) ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>236</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97864.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta ^ { j j } ( \partial _ { i } f ) ( \partial _ { j } f ) \equiv ( \vec { \nabla } f ) \cdot ( \vec { \nabla } ) \cdot ( \vec { \nabla } ) \cdot ( \vec { \nabla } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>237</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/22169.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Gamma _ { A = 0 } = 2 V \int _ { 0 } ^ { \infty } \frac { d t } { 2 t } \left[ T r _ { 1 5 } \left( \frac { 1 + ( - 1 ) ^ { F } } { 2 } \, q ^ { 2 L _ { 0 } - 1 } \right) - T r _ { R } \left( \frac { s + ( - 1 ) ^ { ) ^ { { 2 } \, q ^ { 2 L _ { 0 } } \right) \right]</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>238</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12152.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/12152.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Gamma _ { \mu \nu } ^ { 2 } = - h _ { \mu \nu } e ^ { 2 ( A \Lambda }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>239</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15160.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15160.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\vec { S } _ { x } = 1 _ { 1 } \otimes 1 _ { 2 } \otimes \ldots \otimes \frac { \vec { { } _ { x } } { 2 } \otimes } \otimes \cdots \theta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>240</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/83463.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T ^ { + + } ( x ) = t r t r } \left[ { - } \phi ) ^ { 2 } + 2 } + \frac { 1 } { 2 } \, ( i \psi \partial _ { - } ( \partial _ { - } { - } \psi ) \psi ) _ { B } ^ { } ^ { ( x ) + T _ { F } ^ { } ^ { ( + } ( T _ { F } ^ { } ^ { ( + } ( T _ { T _ { { } ^ { ( + } ( x ) { T _ { { } ^ { ( + } ( x ) { T _ { { } ^ { ( + } ( x ) { T } ^ { } ^ { ( + } ( x ) { F } ^ { } ^ { ( + } ( x ) { F } ^ { } ^ { ( + } ( x ) { F } ^ { + ^ { ( + } ( x ) { F }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>241</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82897.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82897.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\int _ { V _ { 8 } } F _ { \theta } \wedge * F _ { 8 } + \overline { { S } } _ { g } ^ { + } \, \beta S _ { \bar { 8 } } ^ { - } + G F + 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>242</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4333.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/4333.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi ( { \bf P } ) \sqrt { A + B \, { t a n h } \frac { \eta } { \eta _ { 0 } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>243</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90525.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal { \cal L } } \rightarrow - \frac { 1 } { 4 } { \cal F } ^ { 2 } + { \cal A } A } a J - \frac { 1 } { 4 g } \epsilon ^ { \mu \nu \rho } a _ { \mu } \partial _ { \nu } a _ { \varphi } + { \cal L } _ { M } + \frac { g ^ { 2 } } { 2 } { 2 } } } { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>244</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55132.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/55132.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>3 . 6 2 \alpha _ { i } ( \tau ) = \bar { A } _ { i } \operatorname { e x p } ( \pm \sigma ^ { i } \tau )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>245</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20225.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/20225.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ I _ { + } , I _ { - } ] = 2 J _ { 3 } ( - 1 ) ^ { I _ { 3 } + p } , \quad [ I _ { 3 } , I _ { \pm } ] = \pm I _ { \pm }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>246</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70187.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/70187.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ L _ { i } , \, K _ { j } ] = i \varepsilon _ { i j k } \, K _ { k } \ \ , \ \ \ [ K _ { i } , \, K _ { j } ] = i ( P _ { 4 } ^ { 2 } - \Delta ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>247</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8135.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>| 1 \delta \sigma | _ { { { = \int _ { { 2 } = \int _ { { } \sqrt { { { g } } e ^ { \alpha }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>248</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/73711.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Gamma _ { e f f } = \int \{ Y _ { 1 } ( - e z _ { e } \sqrt { \frac { z _ { 2 } } { z _ { 1 } } } \sqrt { g _ { A } } \bar { p _ { 2 } } c + x _ { 1 } q _ { 1 } ) \; + \; Y _ { 2 } ( { z _ { e } \sqrt { \frac { z _ { 1 } } { z _ { 2 } } } \sqrt { z _ { 2 } } ( \bar { \varphi } _ { 1 } + \frac { \sqrt { a _ { 1 } } m } { \sqrt { z _ { 1 } } _ { 1 } e _ { 2 } } ) c + x _ { 2 } q _ { 2 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>249</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61357.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/61357.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>I _ { 1 } = - \frac { \Lambda } { 2 } M _ { A B } M ^ { A B } = \Pi _ { \mu } \Pi ^ { \mu } - \frac { \Lambda } { 2 } M _ { \mu \nu } M ^ { } M</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>250</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75856.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f _ { k } ( t ) = \frac { 1 } { v _ { \phi } ^ { 2 } } ( t _ { \mu } ^ { 2 } - | \phi _ { p</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>251</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/22994.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/22994.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ X ^ { 2 } , Y ] = - \lambda [ Z ^ { 2 } , X ] = \lambda ^ { 2 } [ Y ^ { 2 } , Z ] = - \lambda ^ { 3 } [ X ^ { 2 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>252</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/21938.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left\{ \begin{undefined} { 0 } \\ { 1 } \\ { 1 } \\ { = } &amp; { e ^ { - 1 ^ { - 1 , { e } , \nu , } } { \prime } } - 2 T ( - 2 T ( \hat { \cal } _ { j } ) { \prime } - i g \bar { { j } ^ { { } } ^ { \prime } ) } \\ \end{undefined} \right. _ { i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>253</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38491.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/38491.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A ( \lambda _ { a } ) = ( \lambda _ { a } - 1 ) ( \lambda _ { \alpha } - \bar { \alpha } _ { 2 } ^ { 2 } ) ( \lambda _ { a } ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>254</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29982.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/29982.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>J _ { \mu } ^ { B } = i ( W \partial _ { \mu } W ^ { * } - W ^ { * } \partial _ { \mu } W ^ { * } - W ^ { * } \partial _ { \mu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>255</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84715.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\partial _ { \underline { { = \alpha \epsilon _ { n m } \partial _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>256</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/132.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \partial \tilde { g } _ { \mu \nu } } { \partial t _ { i } } \in K e r ( \tilde { F } ^ { ^ { )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>257</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/48430.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\begin{undefined} { 1 } \\ { \prime } } \prime } } \\ \end{undefined} \right. _ { r } { \prime } ( t . { 1 } \cdot s ) \cdots \cdots x _ { 2 } \cdots { \prime } ( n + z ) \cdot ) } } \\ \end{undefined} \\ _ { _ { { \prime } \prime } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>258</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55043.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { \delta } \eta ^ { a } = - \frac { g } { 2 } f ^ { a b c } { \cal E } ^ { 2 } ( \eta + \psi ) ^ { b } ( \eta + \psi ) ^ { c } \delta } \delta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>259</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9255.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/9255.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\psi _ { i _ { 1 } i _ { 2 } i _ { 3 } } + \chi ( i _ { 1 } , t _ { 2 } , i _ { 3 } ) = C _ { 1 } , i _ { 3 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>260</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10711.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/10711.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>p _ { \mu } ( \tau ) = A _ { \mu \nu } ( \tau )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>261</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15590.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15590.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Z = f _ { \mu } ( W ) = \sum f _ { a } ( W * ) ^ { n } \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>262</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60235.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/60235.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>I ( Q ^ { 2 } ) = v _ { 4 } \sum _ { n = 0 } ^ { \infty } \frac { ( - 1 ) ^ { n + 1 } } { ( n + 2 ) ! ( n + 1 ) } \left( \frac { 1 } { 2 } \right) ^ { n + 1 } \left( \frac { Q ^ { 2 } } { k ^ { 2 } } \right) ^ { n + 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>263</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70493.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal L } = - \frac { 1 } { 4 } T r F _ { \mu \nu } F ^ { \mu } {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>264</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101830.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/101830.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ Q _ { B } , b _ { m } \} = L _ { m } ^ { m } + L _ { m } ^ { g } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>265</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69490.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>h _ { a \nu } ^ { \prime \prime } + { \frac { 1 - 3 u ^ { 2 } } { u f } } { _ { } _ { ^ { \prime } + { \frac { 1 } { ( 2 \pi T ) ^ { 2 } f ^ { 2 } u } } \left( f { \frac { \partial ^ { 2 } h _ { x y } } { \partial z ^ { 2 } } } - { \frac { \partial ^ { 2 } } { \partial z ^ { 2 } } } - { \frac { \partial ^ { 2 } } { \partial } 2 } 2 } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>266</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18912.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/18912.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal L } = \eta \left( \dot { A } _ { \alpha } \sigma _ { B } ^ { \beta \beta } \partial \Lambda _ { 3 } + \dot { A } _ { \alpha } \epsilon ^ { \alpha \beta } \partial A _ { \beta } \right) - \partial A _ { \alpha } \cdot \partial A _ { \alpha }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>267</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/11700.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int _ { \cal M } \phi _ { i } = \sqrt { V { l ( l ( } \cal</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>268</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/74534.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/74534.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\mu ^ { \mu } ( \tau , \vec { \sigma } ) = z ^ { \mu } ( \tau , \vec { \sigma } ) - x _ { \mu } ^ { \mu } ( \tau ) - b _ { \mu } ^ { \mu } ( \tau ) \sigma _ { \nu } ^ { \mu } ( \tau ) \sigma</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>269</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/28818.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left\{ M _ { 0 i } ^ { ( r ) } , \; M _ { 0 j } ^ { ( s ) } \right\} = - M _ { i j } ^ { ( r ) } \delta _ { ( r ) ( r ) ( s ) ( s</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>270</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/45763.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/45763.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>g ( Z ) = \operatorname { e x p } ( i Z ^ { M } \delta _ { M } { } ^ { A } T _ { A } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>271</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79729.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/79729.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma = \frac { 4 \pi ^ { 2 } } { \lambda } \approx 1 2 1 2 \, 6 0 4 4 9 1 5 8 1 5 2 1 2 2 1 2 2 2</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>272</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97865.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>D _ { \mu } = \partial _ { M } + \frac { 1 } { 4 } \omega _ { \; { M } ^ { n }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>273</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/14300.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F _ { s } [ f ( y ) ] = f ( y ) \left[ y f ^ { \prime } ( y ) - \frac { n } { 2 } f ( y ) \} .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>274</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29588.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I _ { H } ^ { B H } = \frac { \beta } { r _ { + } } \left[ - r _ { + } ^ { 4 } + r _ { + } ^ { 2 } ( 1 + \sum _ { i &lt; j } ^ { 4 } 4 } { i } q _ { j } ) + r _ { + } ( \sum _ { i = 1 } ^ { 4 } q _ { i } + 2 \sum _ { i &lt; j &lt; j } ^ { 4 } q _ { i } q _ { j } q _ { k } ) + 3 \prod _ { i = i = ^ { 4 } q _ { i = k } ^ { 4 } q _ { i } q _ { k } ) + 3 \prod _ { i = k } ^ { 4 } q _ { i = k } ^ { 4 } q _ { i } q _ { j } q _ { k } ) + 3 \prod _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>275</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/73937.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { B I } ( F _ { m n } ) \ \rightarrow ~ S _ { B 0 } ( F _ { m n } ) \; + ~ \frac { 1 } { 2 } \int d ^ { 4 } x \; x { A } _ { m } \epsilon ^ { m n k n k \partial _ { m } ^ { m n k } \partial _ { _ { ^ { m n k } \partial _ { m } ^ { m n k } \partial _ { m } ^ { m n k } \partial _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>276</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18228.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I _ { 2 - d } \, g _ { \mathrm { g r u u t = \int d ^ { 2 } x \sqrt { - g } \left( \eta R - g R - - -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>277</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101768.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\kappa ^ { - 1 } X ^ { I ^ { \prime } } X ^ { a ^ { \prime } } \omega \wedge \wedge \wedge ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>278</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1791.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { \Psi } _ { n } = \left( \begin{undefined} { \omega _ { n } ^ { 2 } \eta _ { n } ( x ) } \\ { \tilde { \omega } _ { n } ^ { 2 } \rho _ { n } ( x ) } \\ \end{undefined} \right) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>279</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8974.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/8974.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>M = - \frac { C _ { 0 } } { 4 \lambda ^ { 3 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>280</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84052.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int \prod _ { \nu = 1 } ^ { g } d v _ { j } d \sigma _ { j } d \hat { v } _ { j } \, e ^ { } _ { j } \, e ^ { l _ { 3 } } \, } ^ { l _ { 3 } } { \frac { 1 } { \Omega - \bar { \Omega } } \bar { \partial } } \frac { 1 } { 1 } { \Omega - \tilde { \Omega } } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>281</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6394.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>k _ { 0 \pm } ^ { 2 } = \frac { 1 } { 2 } \left[ \left( s ^ { 2 } + 2 \vec { k } ^ { 2 } \right) \pm \sqrt { s ^ { 4 } + 4 v _ { n } ^ { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>282</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91954.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { E H } = \frac { 2 \pi } { ( 2 \pi l _ { S } ) ^ { 8 } } \int d ^ { 1 0 } x \sqrt { - g ^ { B } } e ^ { - 2 } e ^ { - 2 } 2 ^ { - 2</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>283</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30392.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/30392.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\mu ( k \eta , q ) = e ^ { - i k ( - - _ { { } ) } \sqrt { 2 k ( ( - \eta _ { c } ) } } ( ( { 1 } { 2 } - i i { { ^ { 2 } } _ { c } } { k } , , \; , , 2 2 k ( \eta - \eta _ { c } ) ) , , \eta &lt; \eta \eta \eta \eta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>284</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37662.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\omega _ { n } \equiv - \frac { 1 } { 2 \pi i } \frac { X ^ { n - 1 } d X } { V } , \ 1 } , \leq ( N - \leq ( N - { \bf N } - { \bf</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>285</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15726.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15726.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\xi ( \Phi ) \, T = \omega ^ { \prime } ( \Phi ) \, d \, \Phi \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>286</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71640.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/71640.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ Q _ { i } , Q _ { j } \} = - \theta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>287</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63830.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63830.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Z ^ { ( i ) } ( z _ { 1 } , z _ { 2 } ) = _ { i } \langle B | A _ { N W } ^ { ( i ) } ( z _ { 1 } , z _ { 2 } ) A _ { S W } ^ { ( i ) } ( z _ { 1 } , z _ { 2 } ) | B \rangle _ { i } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>288</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2238.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>e ^ { 2 \pi i n Q / e } : \, { \cal P } \frac { e ^ { - H H T } } { Z [ T ] } = P \, \frac { e ^ { - } } { Z Z Z ] } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>289</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59992.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/59992.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>X ^ { + Y } ( x , \theta ^ { + } , u ) = X ^ { + Y } ( x , u ) + i \theta _ { + } ^ { + A ^ { \prime } } \psi _ { - A ^ { \prime } } ^ { Y } ( x , u ) + ( \theta _ { + } ^ { + } ) ^ { 2 } f _ { - } ^ { - Y } ( x , u )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>290</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67838.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\mathrm { D e t } ^ { g } ( d ) = D e t ^ { * } ( d ) ( d ) ~ ^ { \frac { { } { { g ^ { 2 } } } d ^ { 4 } x \int d ^ { 4 } } B ^ { \mu } ( x ) \frac { { } { \partial \partial ^ { \mu } } x ) x , y ) \left[ f e ^ { 2 \mu \nu } ( y ) F _ { \mu \nu } ( y ) + \frac { 1 } { 3 } f ^ { 3 } ^ { 3 } \nu } ( y ) G _ { \mu \nu } ^ { \mu } } ( y ) G _ { \mu \nu } ^ { \mu } } ( y ) G _ { \mu \nu } ^ { \mu } } ( y ) G _ { \mu \nu } ^ { \mu } } ( y ) G _ { \mu \nu } ^ { \mu } } ( y ) G _ { \mu \nu } ^</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>291</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90494.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>2 \Psi _ { \mathrm { e d } } Q = \frac { 1 } { 2 \pi } \int _ { \Sigma } \partial _ { \alpha } \left[ ( A _ { 0 } + \Omega A _ { \mu } ) e ^ { 2 \gamma \phi } F ^ { ^ { } \sqrt { - g } ] \, d x d d d</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>292</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94410.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/94410.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma ^ { 9 } = 1 _ { 4 } \otimes \sigma _ { 3 } \otimes 1 _ { 2 } , \quad \gamma ^ { 5 6 7 3 9 } = 1 _ { 4 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 } \otimes 1 _ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>293</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80648.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ { R } ( z ) _ { j { j ^ { ^ { } = \left\{ \begin{undefined} { h ( z ) \delta ^ { i j { i } { N } ( z + w ) } { 0 } &amp; { \; \mathrm { i f ~ i + k - l , , \hspace { 0 . m }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>294</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/78299.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\varphi ( x ) = \frac { 1 } { ( 2 \pi ) ^ { 3 / 2 } } \int \frac { d ^ { 3 } k } { \sqrt { 2 \omega } } \left[ a ( \vec { k } ) \, e ^ { i k x } + a ^ { + } ( \vec { k } ) { e ^ { - i ^ { - i</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>295</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53973.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>E ^ { ( a b ) } = E ( a ) + E ( b ) + 4 \pi \left[ b ^ { 3 } \tilde { p } ^ { ( a ) } ( b ) - a ^ { 3 } p ^ { ( a b ) } ( b )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>296</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70056.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/70056.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>G _ { ( 3 ) s } = F _ { ( 3 ) i } - \tau H _ { ( 3 ) 0 } = - i e ^ { - i 5 } \frac { k } { g } \sqrt { \tau _ { 2 } } G _ { ( 3 ) } \; .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>297</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4893.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\omega = \left\{ \begin{undefined} { \frac { 2 n \pi } { T } } &amp; { \mathrm { f o r ~ ~ b o s o n s } } \\ { \frac { ( 2 n + 1 ) \pi } { T } } &amp; { \mathrm { f o r ~ f o r ~ f o m i } \\ \end{undefined} } } \\ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>298</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89517.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>C _ { 3 } = \frac { s \sqrt { E _ { p } - M \sqrt { p + + p _ { 3 } } } { \sqrt { 2 E _ { p } } } { 2 p } } } , \; C _ { 4 } = \frac { 1 \sqrt { E _ { p } - M } \sqrt { p - s P _ { 3 } } } { \sqrt { 2 E _ { p } \sqrt { 2 p } } } \; ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>299</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35026.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/35026.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\epsilon ( \beta , - \alpha - B ) = \epsilon ( - \alpha - \beta , \alpha )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>300</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80618.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Pi ( q ^ { 2 } ) = \frac { 2 } { q ^ { 2 } } \frac { 1 } { D - 1 } \int \frac { d ^ { D } p } { ( 2 \pi ) ^ { D } } \left[ D - 2 + \frac { ( q ^ { 2 } - 4 p ^ { 2 } ) } { q ^ { 2 } + 2 q } { 2 } + 2</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>301</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77292.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/77292.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f ^ { ( 0 ) } = \frac { 1 } { 2 } f _ { i j } ^ { ( 0 ) } d \omega _ { i } ^ { ( 0 ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>302</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85966.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>P _ { f } ^ { n + 1 } = x ^ { - n } \frac { q ^ { n } e ^ { 2 i l } e ^ { 2 i j } } { e ^ { 2 i</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>303</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84256.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S = \frac { 2 \pi R } { D - 2 } \sqrt { E _ { c } ( 2 E - E _ { c } } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>304</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53252.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/53252.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\xi ^ { * } ( \Omega _ { f ( p ) } ) = A _ { \pi ( p ) ^ { - 2 } \infty } \circ \Omega _ { p } \in \Lambda ^ { 2 } T _ { p } ^ { 2 } P \otimes g g { p }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>305</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/81051.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>X U _ { E } = X I U _ { E } = \left( \begin{undefined} { \hat { P } _ { E } ( X ) u _ { E } } \\ { E ^ { - 1 } \alpha \hat { \Psi } _ { E } ( X ) \, u _ { E } } \\ \end{undefined} \right) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>306</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60267.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/60267.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\tilde { x } _ { \mu } = x _ { \mu } - \frac { 1 } { 2 } \theta _ { \mu \nu } A ^ { \nu } ( x ) + h i g h e r - A ( x ) - t e - t e n e</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>307</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66218.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/66218.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { U ^ { 3 / 2 } } { R ^ { 3 / 2 } } \approx \frac { U _ { T } ^ { 3 / 2 } } { R ^ { 3 / 2 } } + \frac { 3 U _ { T } } { 8 R ^ { 3 } } ( X ^ { 2 } + Y )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>308</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85158.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>0 \rightarrow \Gamma _ { N } \frac { T _ { N } } { \longrightarrow } \Gamma _ { N - 1 } \frac { T _ { N - 1 } } { \frac { T _ { N - 1 } } { \longrightarrow } } \cdot \longrightarrow \Gamma _ { 1 } \; { T _ { 1 } } { { } } { k e r } ( T T { { } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>309</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19339.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { 1 } { K ! } \int \prod _ { j = 1 } ^ { K } d a _ { j } T h T h c a a } ( \{ } } , , \rho _ { 0 } \} ) ) } { ) } { K ! } ( V - - _ { e f f } ) ) f } ) ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>310</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98009.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>x = z ( - l ) ^ { \frac { \gamma } { 8 } } a ^ { \frac { 1 } { n - s } } \ , \ \ \lambda = ( - l ) ^ { \frac { n - s } { 2 } } = b ^ { \frac { n - s } { s } } \, g ^ { - \frac { n } { 3 } } \, g ^ { - \frac { n } { 3 } } \, g ^ { - \frac { n } { 3 } } \, g ^ { - \frac { n } { 3 } } \, g ^ { - \frac { n } { 3 } } \, g ^ { - \frac { n } { 3 } } \, g ^ { - \frac { n } { 3 } } \, g ^ { - \frac { n } { 3 } } \, g ^ { - \frac { n } { 3 } } \, g ^ { - \frac { n } { 3 } } \, g ^ { - \frac</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>311</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70008.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>u _ { \underline { { m } } } ^ { i } = G _ { R } ^ { i k } H _ { L } ^ { k j } ( - t _ { \underline { { m } } } ^ { j } + e ^ { 2 W } r ^ { ( + + ) n } } } { \underline { { { { } } ^ { j } l _ { \underline { { { { } } ^ { j } l _ { \underline { { { { } } ^ { j } l _ { \underline { { { { } } ^ { j } l _ { \underline { { { { } } ^ { j } l _ { \underline { { { { } } ^ { j } l _ { \underline { { { { } } ^ { j } l _ { \underline { { { { } } ^ { j } l _ { \underline { { { { } } ^ { j } l _ { \underline { { { { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>312</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33271.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/33271.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S _ { B } ^ { 0 0 } ( \bar { \psi } , \psi _ { 0 } , \hat { g } ) = - \frac { d - 2 6 } { 1 2 } \oint d \hat { s } d \hat { s } ^ { \prime } \bar { \psi } ( \xi ) \hat { K } _ { D } ( \xi , \xi ^ { \prime } ) \bar { \psi } ( \xi ^ { \prime } ) - \frac { d - 2 6 } { 1 2 } \chi _ { c } \psi _ { 0 } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>313</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7624.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( \lambda f _ { 1 } , \mu f _ { 1 } ) \in \mathbf {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>314</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93391.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>X = 4 } = 4 \, i { { { { } \int _ { \partial \Omega } \left\{ J ^ { \alpha M \beta \nu } \nabla _ { \alpha } ( f _ { \mu \nu } ) n _ { \beta } \} \} \sqrt { 3 } \, d ^ { 3 } } \, \, ^ { 3 } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>315</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2895.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal L } _ { p } = { \cal { } _ { p } \, \mathrm { \left[ 1 - \sqrt { - \sqrt { - e t } ( \eta _ { a b } a b } { \bf I } + { \cal F } _ { a b } ) } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>316</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85803.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { 1 } { \lambda ^ { 1 / 4 } \Sigma } &lt; E &lt; \frac { \Sigma } { \lambda ^ { 1 / 4 } / 4 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>317</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18720.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/18720.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>e ^ { 2 \rho ( z _ { a } ) } \frac { d z _ { a } ^ { + } } { d \lambda _ { a } } \frac { d z _ { a } ^ { - } } { d \lambda _ { a } } = \frac { d z _ { a } ^ { - } } { d \lambda _ { a } } = \frac { d z _ { a } ^ { - } } { d \lambda _ { a } } = \frac { d z _ { a } ^ { - } } { d \lambda _ { a } } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>318</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95343.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/95343.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( - g ) \, \epsilon ^ { \delta _ { ( 1 ) } b a } \langle A _ { G { G r i } } ^ { \delta _ { ( 1 ) } } ( r ) \rangle \partial _ { i } \int \frac { d x _ { 1 } } { 4 \pi | r - x _ { 1 } | } j _ { 0 } ^ { a } ( x _ { 1 } ) = i g \, e ^ { \delta _ { 1 } b b } \phi ( r ) L ^ { \delta _ { ( i ) } } \int \frac { d x _ { 1 } } { 4 \pi t - x _ { 1 } | } \, j _ { 0 } ^ { a } ( x _ { 1 } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>319</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/81367.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\alpha _ { F } ( \kappa ) = - \frac { g ^ { 2 } C _ { 2 } } { ( 2 \pi ) ^ { 3 } } \int \frac { d ^ { 2 } x } { | \kappa - \kappa } - { d ^ { 2 } x</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>320</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23897.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/23897.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Lambda _ { \mathrm { e f f } } = \frac { 1 } { 1 + \kappa \xi \Phi ^ { 2 } } \left( \Lambda - \frac { 1 } { 2 } \kappa \mu ^ { 2 } \Phi ^ { 2 } \right) = \kappa _ { e f f } V _ { e f f }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>321</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47999.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( a _ { 1 } E _ { 1 } + a _ { 2 } \Sigma _ { 2 } ) ^ { \gamma } { ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>322</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52460.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/52460.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>| \eta ( \tau ) | ^ { - 4 8 } = e ^ { 4 \pi \tau _ { 2 } } \left| \prod _ { m = 1 } ^ { \infty } \left( 1 - e ^ { 2 \pi i m n } \right) \right|</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>323</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47415.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Sigma _ { \alpha \beta } = \bar { = } _ { \alpha \beta } + \frac { 1 } { 4 8 \pi } 8 \pi }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>324</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/74352.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/74352.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>E _ { p p ) } ^ { ( p ) } = 0 . 4 2 8 5 8 4 - 0 . 0 0 8 8 2 7 9 9 / p + 0 . 0 0 2 4 3 3 5 7 p ^ { 2 } + O ( q ^ { - 3 } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>325</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79806.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H _ { i } = \pm \frac { V _ { i } } { 1 2 } = \pm \frac { { \frac { 1 2 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>326</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80152.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/80152.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>N + \frac { 1 } { 2 } \tilde { N } = 1 6 - 2 ( h _ { 1 } f _ { 2 } - h _ { 2 } f _ { 1 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>327</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30903.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>G \left( a , r _ { 0 } \right) = \operatorname* { l i m } _ { k \rightarrow \infty } \left( { R } \left( \operatorname { c o R , r _ { 0 } \right) | 0 \right) _ { a } + \int _ { r _ { 0 } } ^ { R } \langle R } S \left( R , r \right) H _ { i i { S \left( r , , _ { 0 } \right) \left| 0 \right) _ { \right) _ { { d r } { r } { r }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>328</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/17865.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>g _ { A } = \left( \begin{undefined} { A } &amp; { 0 } \\ { 0 } &amp; { ( A ^ { t } ) ^ { - 1 } } \\ \end{undefined} \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>329</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25909.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>A ( k ) = i \int e ^ { i k \cdot x } \stackrel { } 0 } \phi ( x ) \frac { d } { ( 2 \pi ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>330</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26419.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26419.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Gamma = \frac { i } { 2 } \mathrm { T r } \, \operatorname { l o g } { } { \bar { - \frac { i } { 4 } \mathrm { T r } \operatorname { l o g } } { \Omega } ^ { 2 } - i \mathrm { T r } \, \operatorname { l o g } } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>331</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16892.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/16892.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\langle \partial \phi _ { 0 } \gamma _ { 2 1 } \phi _ { 0 } ^ { - 1 } \rangle _ { 1 } + ( \partial \chi - e A ) = m \operatorname { c o s }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>332</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/14585.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/14585.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\omega &lt; \{ 1 , 2 , . . . , n \} , \; \psi q , = r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r &lt; r</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>333</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69646.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/69646.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S _ { \nabla } ( \omega ) = \langle \omega , T _ { \nabla } \omega \rangle _ { m } \quad , \quad T _ { v } = * \nabla _ { m } = s \nabla _ { m }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>334</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10896.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/10896.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>K ^ { \mu } : = \frac { \Delta x ^ { \mu } } { \rho } = \frac { \Delta } { { \mu } } { \rho }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>335</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26750.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26750.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Q _ { f } = f _ { \mu _ { 1 } \ldots \mu _ { 1 } } \Pi ^ { \mu _ { 1 } } \psi ^ { \mu _ { 2 } } \cdots \psi ^ { \mu _ { 1 } } + \frac { i } { r + 1 } ( - 1 ) ^ { r + 1 } f _ { [ \mu _ { 1 } \ldots \mu _ { a } ; _ { r + 1 } ] } v ^ { \mu _ { 1 } } . . . \psi ^ { \mu _ { 1 } \mu _ { + + 1 } } . . . \psi ^ { \mu _ { { } + _ { + + 1 } } . . . { \mu _ { _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>336</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38136.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Z _ { 2 } = \frac { 1 } { 1 - ( \lambda _ { 2 } ( \mu ) / 2 \pi \alpha ) \operatorname { l n } ( ( { l n } l n } { l n } ( \operatorname { l n } \operatorname { l n } } } ( { { } ) \operatorname { l n } ( ( ( ( { } ) \operatorname { l n } ( ( ( { { } ) \operatorname { l n } ( ( { { { } ) \operatorname { l n } ( ( { { { } ) \operatorname { l n } ( ( { { {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>337</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18862.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/18862.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ a _ { l } ( r ) ] _ { \partial M } = 0 _ { , s } V</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>338</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97311.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/97311.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( q , p ) \cdot ( p , r ) = ( q , r ) ; \quad ( q , p ) ^ { * } = ( p , p )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>339</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84573.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>W M _ { 7 } r } } \; { d \hat { { 2 } = - 2 d t d e - \frac { H } { H } { H \bar { \cal H } } d z ^ { 2 } - H \bar { \cal V } d \omega d \bar { w }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>340</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23261.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\bar { a } _ { i } i } \eta | \eta { p _ { i } } \ ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>341</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/73284.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>g _ { q } ( y , M ) = \frac { M } { 1 8 \pi } x _ { a } x _ { b } b } \, _ { q } ^ { ( a ) } ( x _ { a } , M ^ { 2 } ) f _ { _ { ^ { ( b ) } ( x _ { b } , M ^ { 2 } ) + f _ { f _ { _ { a ) } ( x _ { ) } ( x _ { 2 } ) f _ { i } ^ { ( { i } ^ { ( { b } , M ^ { 2 } ) M ^ { 2 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>342</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63047.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63047.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A _ { \mu } = - s \epsilon _ { \mu \nu \lambda } \frac { p ^ { \nu } \xi ^ { \lambda } } { p ^ { 2 } + \sqrt { - p ^ { 2 } } ( p ) } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>343</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95237.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>3 2 v _ { 4 } \int d k \; \left( v _ { 1 } v _ { { 3 } + \frac { v _ { 1 } } { v _ { 1 } v _ { 3 } } + \frac { v _ { 2 } } { v _ { 3 } v _ { 1 } } + \frac { v _ { 3 } } { v _ { 1 } v _ { 2 } } \right) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>344</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/17719.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f = 2 \left( \begin{undefined} { 1 } &amp; { \sigma _ { g } ^ { \prime } } \\ { \sigma _ { x } ^ { \prime } } &amp; { 0 } \\ \end{undefined} \right) \, \, \, { \prime } ( x - - \, -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>345</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50833.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/50833.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A _ { \mu } ^ { i } = \overline { { A } } _ { \mu } ^ { i } + a _ { \mu } ^ { i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>346</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30448.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\prod _ { c \rho &lt; q q &lt; q 1 } ( ( _ { j _ { p } } - v _ { { _ { { } } ) ) _ { { c \in c &lt; s \in \alpha - 1 } H ( j _ { r } , j _ { s } ) _ { \; \; 0 &lt; r \in - 1 } } _ { { , j _ { i } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>347</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24181.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/24181.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>0 \; = \; A ^ { \prime } [ - r ( \alpha - 1 ) s ( \alpha - 1 ) + z + 4 y C _ { 2 } ( R ) ] + z B ^ { \prime } + 4 y C _ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>348</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8449.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/8449.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { 1 } { T ^ { o n } ( E ; \{ c ^ { 0 } \} ) } = \frac { 1 } { C } - I ( E ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>349</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91942.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>L _ { D } = \int _ { \cal M } { \frac { 1 } { 4 \pi } } \mathrm { T r } \left[ \left[ { d } \left( k } { 2 } { 2 } } g ^ { - 1 } d _ { 0 } g - \frac { k } { 2 } \tilde { d } h ^ { - 1 } d _ { 0 } h + _ { 0 } h + _ { 0 } h h ^ { - 1 } \right) - \frac { k } { 6 } ( h ^ { - 1 } d h ) ^ { 3 } + \frac { k } { 6 } ( g ^ { - 1 } d h ) ^ { 3 } + \frac { k } { 6 } ( g ^ { - 1 } d h ) ^ { 3 } + \frac { k } { 6 } ( g ^ { - 1 } d h ) ^ { 3 } + \frac { k } { 6 } ( g ^ { - 1 } d h</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>350</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10211.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/10211.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>M _ { 0 } \sim \epsilon ^ { p _ { 1 } } \ , \ M _ { 2 } \sim \epsilon ^ { p _ { 2 } } \ , \ H \sim e ^ { p _ { 3 } } \ , \ \overline { { H } } \sim \epsilon ^ { p _ { 4 } } \; \; \mathrm { a n d } \; \; T \sim \epsilon ^ { - p _ { 1 } } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>351</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6206.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>| n - \frac { p s } { q } \right| \Phi | n | , | N + 1 , | n + 2 , \ldots \rangle \rangle .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>352</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/27740.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/27740.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H = \left[ \rho ^ { 2 } + \sigma ^ { 2 } S _ { N - 1 } ^ { 2 } \gamma ^ { 2 ( N - 1 ) } \right] ^ { \frac { 1 } { 2 } } - \frac { \epsilon S _ { N - 1 } } { N } r ^ { N }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>353</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18950.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/18950.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>F ( x ^ { + } , x ^ { - } , x ^ { \perp } ) = \langle 0 | T ^ { + + } ( x ^ { + } , x ^ { - } , x ^ { \perp } ) \Gamma ^ { + + } ( 0 , 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>354</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10911.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/10911.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>h _ { \psi } ^ { ( 0 ) } \otimes E _ { + \phi } ^ { ( \pm 1 ) } - E _ { \mp \psi } ^ { ( \pm 1 ) } \otimes h \, h</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>355</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43726.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\chi _ { c } ^ { * } ( t , r ) = \psi _ { \psi _ { { } ^ { t , r ) e ^ { 2 p ) e ^ { 2 } } d l n } ( z - z ^ { \prime } ) q ( t , ^ { \prime } ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>356</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/985.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left[ R _ { 1 N } ^ { ( 2 ) } ( x ) \right] _ { ( _ { ( c } \simeq \beta ^ { N } \simeq \operatorname { e x p } \left( - \frac { N ^ { 1 / 3 } } { \alpha _ { c } ^ { 2 } g ^ { 2 / 3 } 3 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>357</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86926.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\rho _ { k } ( \phi ) = \frac { 1 } { 2 } } } _ { _ { c } ( k ) - ) - | \phi | l</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>358</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15611.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15611.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>j ( X ) \; = \; \frac { 1 } { \lambda ^ { 2 } } \left( X _ { L } - A d ( g ) X _ { R } \, , \, X _ { R } - A \phi ( g ) ^ { - 1 } X _ { L } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>359</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30738.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>- \frac { 1 } { c _ { a } ^ { 2 } } \frac { \partial ^ { 2 } \Psi } { \partial T ^ { 2 } } + \nabla ^ { 2 } \Psi - \frac { 1 } { K _ { a } ^ { 2 } } \Psi = 2 } } } { K } \, a } ^ { 2 } } \, = \frac { 1 } { K } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>360</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102966.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>O ( \Gamma _ { 1 , 1 } \otimes E _ { 8 } ) 8 } ) 9 , 1 ) / ( O ( \theta ) \times O ( 1 ) ) \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>361</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47330.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/47330.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { d Q _ { a } } { d t } = \int _ { \partial V } \sqrt { - g } g</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>362</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53964.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\sigma _ { r e n } = \frac { M ^ { 4 } } { 6 4 \gamma ^ { 2 } } [ \Psi ( \frac { 3 } { 2 } + \nu ) + + { \Psi } ( \frac { 3 } { 2 } - \nu ) - 2 \operatorname { l n } M z - \frac { 2 } { 3 ( M \tau ) ^ { 2 } } + \frac { 2 } { 1 5 5 1 5 \frac { 2 } { 1 5 5 5 } + \frac { 2 } { 1 5 5 } + \frac { 2 } { 1 5 5 } + \frac { 2 } { 1 5 5 } + \frac { 2 } { 1 5 5 } + \frac { 2 } { 1 5 5 } + \frac { 2 } { 1 5 5 } + \frac { 2 } { 1 5 5 } + \frac { 2 } { 1 5 5 } + \frac { 2 } { 1 5 5 } + \frac { 2 } { 1 5 5 } + \frac</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>363</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/14645.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/14645.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Lambda = \frac { k _ { 5 } ^ { 2 } } { 2 } \left( \Lambda _ { 5 } + \frac { k _ { 5 } ^ { 2 } \lambda ^ { 2 } } { 6 } \right) , \qquad k _ { 4 } ^ { 2 } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>364</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79355.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/79355.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\alpha = \operatorname { s i n } ^ { - 1 } \sqrt { ( \operatorname { c o s h } ( 4 k y + c ) - 1 ) / ( \operatorname { c o s h } ( 4 k y + c ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>365</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80181.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { a } ^ { \mu } ( { \bf q } ) = \int d V ( p ^ { \prime } ) \, } ( p ^ { \prime } - q )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>366</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96434.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\bar { \Psi } _ { 0 } ( \gamma z ) = u ^ { \prime } ( \gamma , z ) \tilde { \Psi } _ { 0 } ( z ) , \; u ^ { \prime } ( \gamma , z ) = \nu ( B , \eta ) ( c z + d ) ( {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>367</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15896.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T ( \lambda ) = \left( \begin{undefined} { A ( \lambda ) } &amp; { B ( \lambda ) } \\ { C ( \lambda ) } &amp; { D ( \lambda ) } \\ \end{undefined} \right) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>368</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98704.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { J } _ { \pi ( t ) \mu } ^ { - } ( z ) + \hat { J } _ { n ( { ) \mu } ^ { \dagger } ( z ) = \hat { J } _ { n ( { n ( } ) \mu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>369</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/42579.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/42579.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { + } W _ { 1 } = 0 , \qquad \partial _ { + } W _ { 2 } = 0 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>370</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44678.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44678.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( { \cal P } J - z \alpha m ) \psi = 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>371</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95648.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/95648.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>h _ { r e l } \phi ( \tau _ { 2 } ) = \epsilon \phi ( \tau _ { 2 } ) \ ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>372</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/21165.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/21165.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta F ( t ) = \{ { \cal D } _ { t } ( t ) , F ( t ) =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>373</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8404.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/8404.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f ^ { \mu } \equiv \frac { 1 } { 2 } \theta ^ { \mu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>374</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/83874.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/83874.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>K _ { S } : \hat { H } _ { B ( t , s ) } ^ { S } \otimes \hat { H } _ { Q ( t , z ) } ^ { S } \rightarrow</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>375</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2813.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/2813.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>+ h ^ { \prime } ( 2 f _ { 1 } \operatorname { c o s } 2 \theta + 2 f _ { 2 } \operatorname { s i n } 2 \theta ) + h ^ { \prime } ( 2 f _ { 1 } \operatorname { s i n } 2 \theta + 2 f _ { 2 } \operatorname { c o s } 2 \theta \theta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>376</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99796.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\psi _ { n _ { 1 } \cdots n _ { n } } = ( - 1 ) ^ { \left( { { w _ { } } } } 2 } } { - 1 ) ^ { \sum _ { n } r _ { k } ( m - a + 1 ) } \psi ( \vec { n } _ { 1 } , \ldots , \bar { n } _ { m } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>377</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101011.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int _ { R _ { - } } ^ { R _ { + } } \frac { R ^ { 2 } d R } { \sqrt { ( R _ { + } ^ { 2 } - R ^ { 2 } ) ( R ^ { 2 } - R _ { - } ^ { 2 } ) } } = R _ { - } ^ { 2 } = R _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>378</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/87874.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/87874.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\alpha _ { [ n _ { 1 } , n _ { 2 } . . . , p _ { N } \} } = x ^ { \mu _ { 1 } + n _ { n } + \cdots + n _ { k } } \left[ \prod _ { i j _ { 1 } } ^ { N } \frac { ( N - i ) ! } { ( N + n _ { i } - i ) ! } \right] d _ { \{ r _ { 1 } , n _ { 2 } , \cdots , n _ { n , k } \} } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>379</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55983.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/55983.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\alpha _ { n } ^ { \prime } = \frac { 2 \alpha _ { n } } { \langle \alpha _ { n } , \alpha _ { n } \rangle } \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>380</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91385.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>- 2 ( z ^ { - 1 } ) ^ { \prime \prime } = - \frac { 9 } { 4 } } } { 2 } + \frac { \varphi ^ { \prime \prime } } { \phi ^ { \prime } } + \frac { 5 } { 2 } H ^ { \prime } - 2 \left( \frac { \varphi ^ { \prime \prime } } { \varphi ^ { \prime } } \right) ^ { 2 } + \frac { \varphi ^ { \prime \prime } } { p ^ { \prime } } \left( 2 \frac { { \cal H } ^ { \prime } } { H } - 3 { \cal H } + \frac { \varphi ^ { \prime } } { 3 } { \cal H } + \frac { \varphi ^ { \prime } } { 3 } { \cal H } + \frac { \varphi ^ { \prime } } { 3 } { \cal H } + \frac { y ^ { \prime } } { 3 } { \cal H } + \frac { y ^ { \prime } } { 3 } { \cal H }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>381</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89291.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/89291.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { \mu } \theta _ { \mu \nu } = \psi ^ { + } \gamma _ { \mu } F _ { \mu } F _ { \mu \nu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>382</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44899.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44899.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal P } _ { \alpha } \, \rightarrow \, X _ { \alpha } = \Lambda _ { \alpha } = \Lambda _ { \alpha } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>383</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/27292.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>U _ { i } = \left( \begin{undefined} { A _ { i } } &amp; { E _ { i } } \\ { C _ { i } } &amp; { D _ { i } } \\ \end{undefined} \right) , \quad V _ { i } = \left( \begin{undefined} { B _ { i } } &amp; { F _ { i } } &amp; { F _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i } } &amp; { H _ { i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>384</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12989.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/12989.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal B } _ { 1 } \rightarrow 0 \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>385</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/56886.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/56886.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\operatorname* { d e t } _ { N } ( \Omega \Omega ^ { * } ) _ { N } ~ = ~ \operatorname { e x p } [ T r _ { N } \operatorname { l n } ( \Omega \Omega ^ { * } ) _ { N }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>386</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61981.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/61981.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>G ( \psi _ { 1 } \otimes \psi _ { 2 } \otimes \psi _ { 3 } ; x ) \sim ( 1 - x ) ^ { - \bar { - } _ { 2 2 } } W _ { \psi _ { 0 } } ^ { 2 } ( \psi _ { 1 } \otimes \psi _ { 2 } \otimes \psi _ { 3 } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>387</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16824.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>- 2 i \delta _ { \gamma \gamma } \gamma _ { \alpha \beta } ^ { b } \hat { \Omega } _ { b , a } ^ { ~ ~ \, \, - - - { \alpha q } } { \Omega } _ { \beta \beta \beta a } ^ { { ~ ~ ~ ~ ~ ~ _ { \beta _ { \beta { \Omega } _ { \alpha _ { \alpha } ^ { ~ ~ { ~ ~ ~ ~ ~ = ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>388</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95143.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/95143.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>p ^ { a } \rho _ { a } = 0 , \quad p ^ { 0 } &gt; 0 \; \mathrm { o r }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>389</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41942.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Q _ { D } ^ { ( P ) } \; : = \; D _ { \alpha } ^ { ( \beta ) } \; \partial _ { { } ^ { ( \beta ) } \; \partial _ { { } ^ { ( \beta ) } \; \partial _ { \beta } ^ { ( \beta ) } \; \partial _ { \beta } ^ { (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>390</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89353.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/89353.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\bar { \psi } \gamma ^ { a } \lambda \equiv \bar { \psi } _ { i } \gamma ^ { a } \lambda ^ { i } , \qquad \bar { \psi } \bar { \tau } \gamma ^ { \alpha } \lambda \equiv \bar { \psi } _ { i } \gamma ^ { a } \lambda \equiv \bar { \psi } _ { i } \gamma ^ { a } \lambda</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>391</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19328.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>[ { \cal J } _ { 0 } ( x ) , J _ { 1 } ^ { a b } ( y ) { \bf ) { \bf = } { a b } } \delta ^ { a } ( x - y ) = \left[ \, [ J } _ { 1 } ( x ) , J , J</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>392</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50733.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/50733.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>G ( \rho ) = \rho , \qquad e ^ { - 3 f ( \rho ) } = \frac { 1 } { \sqrt { \rho } } e ^ { \mu } , \qquad a ( \rho )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>393</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36933.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/36933.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\rho _ { 1 } \phi _ { 1 } = \rho _ { 2 } \phi _ { 1 } \phi _ { 1 } = \rho _ { 2 } \phi \phi _ { 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>394</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20531.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/20531.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>g ( s ( \tau ) , t ( \tau ) ) Y g ( s ( \tau ) , t ( \tau ) , t ( \tau ) , t ( \tau ) , t ( \tau ) , t ( \tau ) , t ( \tau ) , t ( \tau ) , t ( \tau ) , t ( \tau ) , t ( \tau ) , t ( \tau ) , t (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>395</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35373.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Lambda = - ( 1 + \mathrm { \boldmath ~ ~ ~ ~ ~ ~ ) - i ( A _ { 1 } \gamma ^ { 0 } + A _ { 2 } ) \mathrm { ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>396</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43724.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\chi _ { \vec { k } } = \left( \frac { 1 - \Gamma } { 2 } \right) = \left( \frac { 1 - \gamma ^ { 0 } { 0 } \theta } } { 2 } \right) \; } } \right) _ { k } = \left( \frac { 1 + \Gamma } { 2 } \right) = \left( \frac { 1 + \gamma ^ { 0 } \gamma ^ { ^ { } { 2 } \right) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>397</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/73283.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/73283.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>- \operatorname { l n } s _ { n } ^ { 2 } = \operatorname { l n } k _ { n } ^ { 2 } + \operatorname { l n } ( g _ { n } + 1 ) ^ { 2 } +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>398</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/34545.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/34545.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d \hat { s } ^ { 2 } = H d y ^ { 2 } \pm 2 d y d t + d y d t + d t +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>399</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75290.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V ( R ) = \operatorname* { l i m } _ { T \rightarrow \infty } \frac { 1 } { T } \left[ } \left[ { 0 } ^ { T } T } { _ { _ { ^ { l } \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \!</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>400</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/87157.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f ( r ) \equiv \left( \frac { r _ { * } } { { } \right) ^ { d - 2 } \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>401</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75052.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/75052.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta p = \gamma _ { 5 } ^ { 2 } \delta \rho \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>402</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/39592.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\alpha _ { 0 } = \sqrt { 1 - \frac { 1 + \alpha _ { 0 } \alpha _ { 1 } } { \sqrt { \alpha _ { 0 } \alpha } } } \lambda - ( 1 - _ { 0 } \alpha _ { 1 } ) \sqrt { \frac { \alpha _ { 0 } } { { _ { 1 } } } } { { \partial \lambda { 1 } } { \partial \alpha _ { { } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>403</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16692.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { d ^ { 2 } x ^ { \mu } } { d \tau ^ { 2 } } = - - - -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>404</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24805.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Z ^ { \pm } = \frac { 1 } { \sqrt { 2 } } \left( Z ^ { 1 } \pm \bar { Z } ^ { 0 } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>405</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100373.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \theta } { 4 } \sqrt { \frac { i \pi } { 2 } } \, e ^ { - i \frac { \phi } { 2 } } \; k ^ { 3 / 2 } \; \left( \pi \left( \pi \, \delta [ - ] - P } \left[ \frac { 1 } { 1 - e ^ { - i \varphi } } \right] - \frac { \Phi } { 2 \pi } \operatorname { l o g } [ 1 - e ^ { - i ( - \epsilon - \epsilon i ( - \epsilon _ { ] + + + ) } ] +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>406</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88377.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Omega _ { \alpha _ { 2 } \cdots i _ { 2 m - 1 ) } = \frac { 1 } { ( 2 m - 3 ) ! } k _ { p l _ { 1 } \ldots l _ { n - 1 } } C _ { j _ { 2 } j _ { } } C _ { j _ { 1 } } _ { _ { j _ { 2 m - 2 } } ^ { _ { j _ { 2 m - 2 } } { i _ { 2 } \ldots { i _ { 2 } \ldots 2 } \ldots j _ { { } } \ldots j _ { 2 } \ldots j _ { 1 } } ^ { i _ { 2 } \ldots j _ { 2 } \ldots j _ { 1 } . . . . i _ { { } } . . i _ { 2 } } j _ { 2 } } j _ { 1 } . . . . . _ { { } } . . . . i _ { 2 } \ldots</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>407</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/39475.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I _ { \pm } = 4 \pi \int _ { 0 } ^ { | \mu \rho ^ { 3 2 } } } { 1 + + \beta \beta { { } } | a ^ { 2 } } { { 1 + + | \beta { { } } | | ^ { 2 } + 4 | | \hbar ^ { 2 } | | | ^ { 2 } | b | ^ { 2 } ) ^ { 2 } } d d | | ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>408</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86295.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>K _ { n } ( \eta ) = \Theta ( | q _ { 1 ) \frac { \operatorname { c o s } ( n } ( n a \operatorname { c o s ) ) } { \sqrt { 1 - q ^ { 2 } } } = \Theta ( = \Theta ( - 1 ) \frac { T _ { T _ { q ) } { \sqrt { 1 - \eta ^ { 2 } } } } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>409</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30250.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/30250.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>| z , t \rangle = \operatorname { e x p } ( - i H _ { R } t ) | z \rangle = e ^ { - i i / 2 } | z e ^ { - - i t / 2 } | z e ^ { - - i t / 2 } | z e ^ { - - i t / 2 } | z e ^ { - - i t / 2 } | z e ^ { - - i t / 2 } | z e ^ { - - i t / 2 } | z e ^ { - - i t / 2 } | z e ^ { - - i t</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>410</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/39230.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( u _ { 1 } , u _ { 2 } ) : = \int _ { \Sigma } \tilde { \omega } _ { 1 } ^ { + } ( p u \tilde { 2 } ) ( \rho ) d \mu _ { 2 } ^ { \prime } ^ { \prime } \mu _ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>411</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80788.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>p _ { M } \rightarrow \overline { { a } } _ { M } ^ { N } \circ p _ { N } = \overline { { a } } _ { M } ^ { N } p _ { N } + \frac { 1 } { 2 } [ p _ { N } , \vec { { a } } _ { M } ^ { N } ] = \overline { { a } } _ { M } ^ { N } p _ { N } - \frac { i \hbar } { 2 } ( \partial _ { N } \bar { a } _ { M } ^ { N } + b _ { M } ^ { P } \partial _ { P } \bar { a } _ { M } ^ { N } ) } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>412</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/92525.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/92525.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>G ( \xi ) = - \frac { 1 } { 8 } \frac { d ^ { 3 } } { d \xi ^ { 3 } } \sum _ { n = 0 } ^ { \infty } \operatorname { s i n } [ ( 2 n . ( 2 n</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>413</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51434.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Gamma _ { R } ( b ) = \mathrm { ~ ~ ~ \Gamma } \Gamma _ { R } } _ { R }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>414</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8409.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f _ { i } \; \; = \; \; - i i \; \; ; \; \; \; _ { { } \; \; = \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; f _ { 2 } \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; _ { { } \; \; \; \; \; \; \; \; \; \; { i } \; \; \; \; \; \; \; \; \; \; \; \; \; } \; \; \; \; \; \; \; \; \; \; \; \; \; \; } \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; } \; \; \; \; \; \; \; \; \; \; \; \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>415</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51391.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/51391.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ \eta _ { j } ( x _ { i } ) , \zeta _ { k } ( y _ { i } ) \} = \delta _ { j k } \delta ( \vec { x } - \vec { y } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>416</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97472.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/97472.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\omega = 3 - f - \frac { 3 } { 2 } b \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>417</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26904.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26904.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Q = Q _ { 1 } ^ { - 1 } Q _ { 2 } \qquad , \qquad q = q _ { 1 } ^ { - 1 } q _ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>418</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55776.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F ^ { 2 } = \frac { ( \partial _ { i } f ) ^ { 2 } } { f ^ { { / 2 } } } } \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>419</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13857.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { u } = u - M ^ { 2 } \left( \frac { 1 } { 1 2 } + \sum _ { p = 1 } ^ { \infty } \alpha _ { p } q ^ { p }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>420</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59623.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/59623.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H ^ { P } ( X , ( E ^ { m } ) ^ { \nu } \otimes F ^ { n } ) \times H ^ { 9 } ( X , ( F ^ { n } ) ^ { \nu } \otimes G ^ { p } ) \rightarrow H ^ { p + q } ( X , ( E ^ { m } ) ^ { V } \otimes G ^ { p } \otimes G ^ { p } \otimes G ^ { p } \otimes G ^ { p } \otimes G ^ { p } \otimes G ^ { p } \otimes G ^ { p } \otimes G ^ { p } \otimes G ^ { p } \otimes G ^ { P } \otimes G ^ { P } \otimes G ^ { P } \otimes G ^ { P } \otimes G ^ { P } \otimes G ^ { P } \otimes G ^ { P } \otimes G ^ { P } \otimes G ^ { P } \otimes G ^ { P } \otimes G ^ { P } \otimes G ^ { P } \otimes</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>421</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6319.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/6319.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f ( i , j , k ) = \frac { 2 ( 2 i ) ! ( 2 j ) ! ( 2 k ) ! ( i + j + j + j ) | i j j | k | } { ( 2 i + 2 j + 2 k ) | i j | k ! }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>422</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58138.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/58138.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>W ( R , \psi ) = T r _ { R } { \cal P } \left\{ \operatorname { e x p } \left( i \oint _ { \gamma } A _ { \mu } d x ^ { \mu } \right) \right\} \equiv \chi _ { . }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>423</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75989.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/75989.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\lambda _ { \rho \sigma } \rightarrow \lambda _ { \rho \sigma } ^ { \prime } = \lambda _ { \rho \sigma } + \partial _ { [ \rho \rho } + \partial _ { [ \rho \rho }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>424</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67493.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal F } = q \partial ^ { - 1 } Q - \frac { i } { \kappa } l { l</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>425</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/11134.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\dot { \omega } = \frac { d } { d t } \sum _ { p } \Theta ( \vec { x } - \vec { R } _ { p } ) = \sum _ { p } \epsilon _ { i j } \hat { R } _ { p } ^ { i } \partial _ { j } \operatorname { l n } \mid \vec { x } - \vec { R } _ { p }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>426</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41653.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V = \frac { 3 e ^ { 6 _ { 0 } } } { 4 } ( | w | ^ { 2 } \operatorname { e x p } { ( | w | ^ { 2 } - 1 ) ) ) ^ { 3 / 4 } ( | w | - | w - ^ { - } ) } { -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>427</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12559.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>q ^ { a } \prod _ { i = 1 } ^ { n - 1 } { { { ^ { { } ^ { - 1 } } { { - \frac { i } { i - m { { i } } = \frac { \left( z - i 4 \hbar - i 4 } - i q ^ { 1 } \right) \left( ^ { 1 } \right) \left( n \lambda ^ { i } p ^ { { } \right) \left( ^ { i } \right) \left( } z _ { i } + i { c ^ { - } { - } { \left( } ^ { \frac { 1 } { 2 } } 2 } } } _ { { } - i \kappa ^ { \frac { 1 } { 2 } } { 2 } } } i \kappa \right) \left( ^ { \frac { 1 } { 2 } } { 2 } } } { j } - i</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>428</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55997.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/55997.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>x = \operatorname { s i n } \theta \operatorname { c o s } \phi ; \quad y = \operatorname { s i n } \theta \operatorname { s i n } \phi ; \quad 2 = \operatorname { c o s } \theta .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>429</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37911.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/37911.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Theta = i d \theta + \operatorname { s i n } \theta d \phi \ ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>430</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/78670.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>E _ { 1 } ( r , a ) = - \frac { 2 3 } { 1 5 } \alpha \, \frac { \epsilon - 1 } { 4 \pi } \, \frac { a ^ { 3 } ( 5 r ^ { 2 } + a ^ { 2 } ) } { r ( r + a ) ^ { 4 } ( r - a ) ^ { 4 } } , r 4 } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>431</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/74503.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/74503.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>h _ { n } = - \frac { 1 } { 2 } \frac { 1 } { N ^ { 2 } } \frac { \partial ^ { 2 } } { \partial \lambda _ { n } ^ { 2 } } + \frac { 1 } { 2 } \{ g ^ { 2 } \lambda _ { n } ^ { 4 } - 2 g \lambda _ { n } ^ { 3 } + \lambda _ { n } ^ { 2 } + 2 g \lambda _ { n } - 1</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>432</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61952.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>E ^ { i } \; \rightarrow \; V ^ { - 1 } E ^ { i } V \qquad U \rightarrow U ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>433</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1969.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\lambda ^ { a , \alpha \beta } \lambda _ { a \, \delta } ^ { ~ \delta } - \lambda ^ { a , \gamma \alpha } \lambda _ { a \, \delta } ^ { { } = \frac { 2 } { \sigma _ { 0 } } \left( \Omega ^ { \alpha \beta } \delta _ { { \, } ^ { { } - 2 \Omega ^ { \beta \gamma } \delta _ { { \; } ^ { \alpha } + \Omega \Omega { { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>434</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63981.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\prod _ { a } d \overline { { \psi } } _ { a } d \psi _ { a } = \prod d \overline { { \psi } } _ { a } ^ { i } d \psi _ { a } ^ { \prime } \operatorname* { d e t } \mid \operatorname { e x p } \{ - i g \gamma \gamma \{ - i g \gamma \gamma \prime }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>435</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24027.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\chi = - \frac { 1 } { \mu } x ^ { 5 } - \mathrm { a r c t t }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>436</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3906.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/3906.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>b = i \frac { M } { 2 m ^ { 3 } } , \qquad c = c =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>437</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61209.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/61209.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A _ { 4 } ^ { s } = \int _ { 1 / 2 } ^ { 1 } d x ( 1 - x ) ^ { 2 n _ { 2 } n _ { 3 } - c _ { 2 } \xi _ { 3 } + \Delta _ { 2 } + \Delta _ { 3 } + \Delta _ { 3 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>438</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1415.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/1415.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( z - z _ { 0 } ) ( z - s _ { 0 } ) = \epsilon ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>439</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102314.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal D } _ { 4 } ^ { ( \phi ) } = \left( \begin{undefined} { 0 } &amp; { - i g H } \\ { - i g H ^ { 1 } } &amp; { 0 } \\ \end{undefined} \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>440</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6833.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( \bar { h } ^ { m } , \bar { k } ^ { i } ) = ( \hat { h } ^ { m } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>441</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97483.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/97483.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta F _ { 4 A c } = \Delta F _ { \epsilon } + Y ( m , \mu ) - Y ( m n ) ) Y ( m m ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>442</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8464.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/8464.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>F ( x ) \rightarrow \bar { U } * F * U ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>443</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66494.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal { } ( r , s ) = \left( \begin{undefined} { n } \\ { r } \\ \end{undefined} \right) \left( \begin{undefined} { n } \\ { \\ { \\ \end{undefined} \right) \end{undefined} \right) ( r , s ) + \frac { 1 } { 1 + n } \right] - \frac { 1 } { 2 ( 1 + n ) } \left( \begin{undefined} { n + 1 } \\ { r } \\ \end{undefined} \right) \end{undefined} \right) { n + 1 } \\ { r } &amp; { s } \\ \end{undefined} \right) \end{undefined} \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>444</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68975.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/68975.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S ^ { ( \pm ) } | \alpha ] = \operatorname { e x p } ( \lambda _ { 0 } + \lambda _ { 1 } ) \, , \, S ^ { ( \pm ) } [ \beta ] = \operatorname { e x p } \} ( \lambda _ { 0 } + \lambda _ { 1 } ) ( k \pm l ) \} \}</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>445</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61037.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H _ { \mathrm { i n m } } ^ { ( { ( } ( 0 , 0 ) = \frac { { m n | ( - 1 ) ^ { \frac { { m n { 2 } } } } { 2 } } { m m { 2 } } } } { { \frac { m _ { 1 } ^ { a } } { 2 } } \right) ! } \left[ r ^ { 2 } - 1 ) ^ { 4 m { 2 2 } ^ { 1 ) ^ { 2 } } P _ { \mu ) ^ { ) ^ { } } P _ { \mu _ { n } ( { { } } P _ { \mu _ { \mu _ { n } } { \prime } ( ^ { ( \frac { { - - n - { 2 } } \left( \frac { r } { \sqrt { \pi ^ { 2 } - ^ { 2 } } } } } } } } r } { \sqrt { \pi ^ { 2 } - { 2 } - } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>446</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19916.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\partial _ { \mu \mu { \, A _ { \nu ] } = \epsilon _ { \mu \nu \mu \nu \lambda } ^ { \lambda \, \lambda } } \, \partial { \nu } \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>447</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13856.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/13856.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>T ( z ) = { \frac { 1 } { 2 } } : J ^ { 2 } ( z ) \; : \qquad \; \; \; \; \; \; \; \; \; \ u ( 1 ) ) = \; \; \; \; \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>448</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89958.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H = \int d ^ { 3 } x \psi _ { \alpha } ^ { \dagger } ( \vec { x } ) { \cal H } _ { \alpha \delta { \psi _ { { } ( ( ) _ { \alpha ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>449</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9033.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>E ( j ) = \left\{ \begin{undefined} { 0 } &amp; { ~ ~ { i { \mathrm { i i t h e ~ p e t h ~ ~ ~ a a a n ~ ~ { x r e n i n ~ a t ~ ~ } } \\ { { 2 &amp; { { { ~ ~ ~ ~ ~ o t t t r ~ r r t ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ p a s s i i ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>450</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3523.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/3523.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ L _ { - 1 } , V ( \psi , z ) ] = \frac { d } { d z } V ( \psi , z , z )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>451</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90580.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>x _ { \mu } ( 0 ) = y _ { \mu } , \hspace {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>452</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47433.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/47433.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\left( R ^ { \mu } - \frac { 1 } { 2 } g ^ { \mu \nu } R \right) _ { \nu } \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>453</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102003.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\begin{undefined} { { - { { i } ^ { { } } &amp; { } ^ { { } } { { } } } &amp; { \stackrel { { } ^ { } } &amp; { j } &amp; { } ^ { i } } { { j } \\ { } ^ { i } ^ { 2 } } \\ { j } &amp; { j } &amp; { j } \\ { j } &amp; { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ { j } \\ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>454</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35411.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>W = \left( \Delta ^ { 2 } - \frac { \phi ^ { p } } { M ^ { p - 2 } } - \frac { \phi ^ { 2 p } } { M ^ { 2 p - 2 } } - \ldots . . . .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>455</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90400.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\chi _ { i j } = S ( l _ { i ^ { ^ { } } ) l _ { k { } ^ { } } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>456</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/54097.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\langle f , g \rangle = \int d z \, d \bar { z } e ^ { - z z } f ( z ) \, { { { g { g ( z ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>457</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100969.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>M _ { P } ^ { 2 } = M _ { d + 4 } ^ { 2 + d } R _ { h } ^ { d } e ^ { \alpha } \simeq M _ { j + 4 } ^ { 2 + d } R _ { c } ^ { d } \operatorname { e x p } \left[ \frac { ( d _ { e f f } - 1 ) } { R _ { h } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>458</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65232.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/65232.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ p , q ] = \frac { 2 \pi \pi } { N }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>459</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/27582.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\oint _ { E } h ( { \bf x } ) \left( h ( 2 ) - 2 { - i \, - i { - i = \oint _ { E } j ( x ) \, e ^ { i ^ { i i { i i e ^ { - i s G ( x ) } \, k ( x ) - 2 \, e ^ { - i z x } \right) x } \right) d } \right) d d</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>460</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99721.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S = - \frac { 1 } { 4 } \int ( F _ { i j } F ^ { ^ { - }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>461</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41529.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Psi _ { F } \rangle = \Psi _ { 1 } ^ { \perp } \otimes \Psi _ { 2 } ^ { L } \otimes \ldots . . . . \Psi _ { \frac { { _ { , } } { { } } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>462</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82474.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82474.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>| \Phi \rangle = { \cal O } | { \cal Q } \rangle</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>463</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61275.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/61275.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>a ^ { \prime \prime } = a a ^ { \prime } + b ( 1 - a ^ { \prime } ) \qquad b ^ { \prime \prime } = a b ^ { \prime } + b ( 1 - b ^ { \prime } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>464</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55406.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left[ d e t \left( a a \, a _ { i j } + b \, F _ { j j } ) ] \, = \, [ d e t \, ( a \, \tilde { G } _ { \mu \nu } + b \, F _ { \mu \nu } ] ] ] \, ( d e e e e e e e</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>465</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59042.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/59042.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\left( \frac { \partial V } { \partial \phi ^ { a } } \right) _ { h } = 0 = 0 \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>466</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/45518.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { \zeta } ^ { \prime } = \int _ { 0 } ^ { t _ { 0 } } \left[ { \frac { 1 } { 2 } } \epsilon _ { \alpha \beta } \dot { \phi } _ { \alpha } ( t ) \dot { \phi } _ { \beta } ( t ) + ( j _ { \alpha } ( t ) + \bar { L } _ { \alpha } ( t ) \right) \phi _ { \alpha } ( t ) \right] d d { \alpha } ( t ) \right]</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>467</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/31691.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S \rightarrow S + c \frac { f _ { U } + P _ { U } ^ { 0 } } { c T + d T _ { U }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>468</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60889.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/60889.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S ^ { j } ( z ^ { - 1 } v _ { x } ) = ( z ^ { - 1 } D ^ { j } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>469</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/28653.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/28653.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D _ { m } = \frac { 1 } { 1 2 } ( m + 1 ) ( m + 2 ) ^ { 2 } ( m + 3 ) ^ { 2 } ( m + 3 )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>470</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33207.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f _ { i } = - \alpha \, H ^ { - 3 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>471</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47997.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/47997.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal O } \left( x , y \right) = { \cal O } _ { - } ( x , y ) y ) ) \, U _ { + } ( _ { + } (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>472</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/40554.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/40554.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>g ( x ) = \frac { d ^ { k } } { d x ^ { k } } [ \nu _ { 1 } ( x ) - v _ { 2 } ( x ) ] .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>473</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5616.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/5616.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>M = - \partial _ { \mu } \partial ^ { \mu } + m ^ { 2 } - \frac { 3 } { 2 } m ^ { 2 } \operatorname { c o s h } ^ { - 2 } ( \frac { m } { 2 } x _ { 3 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>474</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5817.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { ( a + b - \gamma ) ! } { ( b - a + n ) ! } g _ { 2 } \left\{ \begin{undefined} { - a + \alpha , c + \gamma + 1 , - c + a + a + 1 + 1 + 1 + 1 + 1</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>475</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90530.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>g _ { H N } = \left( \begin{undefined} { e ^ { - \sigma e ^ { - - ^ { - 2 } q _ { \mu \nu } } &amp; { 0 } \\ { 0 } &amp; { \epsilon ^ { 2 2 \epsilon ^ { - 2 \sigma } } &amp; { 0 } \\ { 0 } &amp; { \epsilon</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>476</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/117.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\langle 0 | T _ { \mu \nu } | 0 \rangle _ { \mathrm { \mathrm { R e n } } = \operatorname* { d i a g } [ \langle 0 | T _ { { } | 0 ] , 0 , \langle 0 | T _ { l } | | 0 , , \langle 0 | _ { { } | | 0 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>477</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18489.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/18489.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S ( M ^ { ( 1 ) } , M ^ { ( 2 ) } , \ldots , M ^ { ( r ) } ) = \mathrm { T r } \left\{ \sum _ { \alpha = 1 } ^ { r } V _ { \alpha } ( M ^ { ( \alpha ) } ) - \sum _ { \alpha = 1 } ^ { n - 1 } \zeta _ { \alpha } M ^ { ( \alpha ) } M ^ { ( \alpha + 1 ) } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>478</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3148.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/3148.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\bar { T } = + i [ H , T ] + \lambda [ Q , ] ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>479</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/28966.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/28966.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { \delta } { \delta \mu } \langle q ^ { A { A _ { \prime } } | \rangle = i B } \rangle = i { \frac { \delta } { \delta \mu } } \langle q ^ { A _ { \prime } } J _ { m } m ^ { 2 } + J _ { \lambda } \lambda | q ^ { B } \rangle</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>480</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44526.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44526.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>R ( C _ { L } , D _ { L } ) ( Z _ { * } \; z ) ( \phi ) = Z _ { * } ( \phi ) \; R ( c _ { L } , d _ { L } ) ( z ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>481</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13225.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal T } = ( g _ { 0 0 } ) ^ { - 1 / 2 } T _ { } {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>482</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32524.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left[ \begin{undefined} { a _ { 0 } } &amp; { 1 } \\ { 1 } &amp; { 0 } \\ \end{undefined} \right] \left[ \begin{undefined} { a _ { 1 } } &amp; { 1 } \\ { 1 } &amp; { 0 } \\ \end{undefined} \right) \cdots \left[ \begin{undefined} { a _ { i } } &amp; { 1 } \\ { 1 } &amp; { 0 } \\ \end{undefined} \right] = \left[ \begin{undefined} { p _ { i } } &amp; { p _ { i - 1 } } \\ { q _ { i } } &amp; { q _ { i - 1 } } \\ \end{undefined} \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>483</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63797.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I = \frac { 1 } { 1 6 \pi ( 8 \pi ^ { 6 } ) } \int d ^ { 1 0 } x \sqrt { - g ^ { ( 1 ) } } \left( e ^ { - 2 \phi ^ { ( 1 ) } } R ^ { ( 1 0 ) } + 4 e ^ { - 2 \phi ^ { ( 1 ) } } ( D \phi ^ { ( 1 0 ) } ) ^ { 2 } - \frac { 1 } { 1 2 } H ^ { ( 1 ) } ( 1 ) } } } { 1 2 } H ^ { ( 1</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>484</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16983.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/16983.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal L } _ { \kappa \sigma } = \bar { \psi } ^ { a } \left( i \gamma ^ { \mu } \partial _ { \mu } - \sigma - i \pi \gamma _ { 5 } \right) \psi ^ { a } + \frac { N m _ { 0 } } { g _ { 0 } } \sigma - \frac { N } { 2 g _ { 0 } } \, \left( \alpha ^ { 2 } + \pi ^ { 2 } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>485</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79352.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname* { l i m } _ { x - y | { } } \langle P _ { { { { } } ( \vec { x } ) P _ { - - { { } } ( ( { y } ) ) \rangle =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>486</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75898.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>u _ { j } = \left\{ \begin{undefined} { 0 i } &amp; { j = 1 , \cdots , r } \\ { i &lt; \phi + 2 \pi v , \alpha _ { j } &gt; ; } &amp; { j = r + 1 , \ldots . . . . . . . . . . . . .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>487</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67139.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname* { d e t } \left( { { { } } } { F } \right) = 1 - \right) = 1 - { 2 } } { T r } ( ( { { } ^ { 2 } ) ) \, + \, \frac { 1 } { 8 } \left[ \mathrm { T r } ( \hat { F } ^ { 2 } ) \right] ^ { 2 } - \frac { 1 } { 4 } \, \mathrm { T r } ( \hat { F } ^ { 4 } ) \, + \mathrm { d e t } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>488</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91195.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V ( r , u ) = - \frac { u ^ { 4 } } { r ^ { { } } 2 ^ { 4 } \pi ^ { ^ { 2 } 2 } { ^ { \Gamma ( \frac { ^ { 4 } \Gamma ( + O { ^ { 4 } } } ) + O O ^ { 4 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>489</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32179.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>1 { ~ ~ v e c t o r ~ m w t i p l e t ~ o f f S U ( 2 ) ^ { 8 } } \qquad \mathrm { a n d } \qquad \qquad { { { n n o t r a l ~ c h h r r m u t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t t</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>490</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88348.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\partial _ { N ^ { \prime } } { \cdot J ^ { - 1 } = s _ { r } \; \; s ^ { - 1 } \partial _ { A M ^ { \prime } } x + s _ { g } \cdot s ^ { - 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>491</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102268.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102268.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\rho _ { L } = \frac { M _ { - } + T M _ { + } } { ( 1 - M ) ( 1 + T ) } , \quad \rho _ { R } = \frac { M _ { + } + T M M } M ( 1 - M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + 1 + ( 1 + 1 + ( 1 + 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) ( 1 + M ) (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>492</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/28084.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>W [ \omega ] = e x p ^ { } ^ { \xi { { _ { \omega _ { 0 } ^ { 0 } J _ { 0 } ^ { 0 } J _ { 0 } ^ { 0 } J _ { 0 } ^ { 0 } J _ { 0 } ^ { 0 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0 } ^ { 5 } J _ { 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>493</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35276.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/35276.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi ( \hat { x } _ { \mu } ) = \int d k \, e ^ { i k }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>494</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/73699.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F _ { A _ { 0 { } } = 0 \; = 0 \; { a _ { 1 } | | { } = \phi ^ { a _ { 1 } } } } \left( q ^ { h _ { 1 / 1 } [ - 1 ] } , q ^ { b _ { 1 } } [ i - 1 ] } , q ^ { b _ { 1 2 } } } \right) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>495</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66993.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/66993.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\int { \cal D } \phi \, \theta _ { \alpha \beta } ^ { q } | _ { \alpha ^ { * } = 0 } e ^ { W ( \phi , \phi ^ { * } = 0 ) } = 0 \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>496</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15180.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( A , B ) _ { \mathrm { g r } } ( p ) = A _ { u } \left( \phi ^ { i } \circ \phi _ { e ^ { , \phi ^ { j } { j } { , _ { , x } } \right) _ { \right) _ { e ^ { * } } B _ { B _ { i j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>497</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91509.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>A _ { i } ^ { i } = e _ { i } ^ { i } A _ { a } ^ { i } , \quad \partial _ { \mu } A _ { i } ^ { i } = - C ^ { i } { } _ { i k } e _ { \mu } ^ { i } A _ { \alpha } ^ { i } + \partial _ { i } ^ { i } A _ { i } ^ { i } + \partial _ { i } ^ { i } A _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>498</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63925.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63925.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { \mu } j ^ { \mu } + \frac { \partial g } { \partial \tau }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>499</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93357.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V ( a ) = - b &lt; 0 | \frac { \alpha _ { s } } { 3 2 \pi } G ^ { 2 } | 0 &gt; | 0 &gt; _ { q } N _ { c } &lt; 0 | \bar { \psi } \psi | 0 &gt; \operatorname { c o s } ( \frac { a } { f _ { a } { a }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>500</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7028.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/7028.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>I _ { L } ^ { E C S } = \int d ^ { 3 } x { \cal L } _ { L } ^ { E }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>501</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2133.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/2133.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { D } ( \alpha , \alpha ^ { * } ) \; = \; e ^ { \alpha \dot { a } ^ { \dagger } - \alpha ^ { * } \hat { a } } \; ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>502</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/83512.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/83512.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\int d ^ { 2 } x \, | x | ^ { 2 } \, K _ { 0 } ^ { 2 } ( | x - y | ) = \frac { 2 \pi } { 3 } + \, +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>503</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71297.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/71297.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( K ^ { - } , \alpha _ { i } ) = ( K ^ { - } , K ^ { - } ) = 0 \quad ( K ^ { - } , K ^ { + } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>504</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75798.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I _ { D P } \; = \; \int d ^ { p + 1 } \zeta \left( T _ { ( p ) } \, e ^ { - \Phi } \sqrt { - \operatorname* { d e t } \, \widetilde { { \alpha \beta } \alpha \beta } _ { ( _ { ( p ) } \, \, \, C } ^ { ( p + 1 ) } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>505</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85963.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/85963.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { \delta } { \delta \varphi _ { n } \left( x \right) } \left\{ F ^ { n } + F ^ { n - 1 } \right\} + T j _ { n } \left( x \right) =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>506</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94154.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/94154.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ X ^ { i } ( \tau ) , X ^ { i } ( \tau ) ] = i \theta ^ { i j } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>507</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82214.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82214.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f _ { \alpha \beta } ^ { ( 0 ) } \, \nu _ { m } ^ { ( 0 ) \beta } = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>508</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51775.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/51775.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>- 2 \tilde { \sigma } = - 2 \sigma + \operatorname { l n } ( \pi _ { ~ b } ^ { a } \pi _ { \, a } ^ { b } ) \approx \frac { M } { 4 \pi } \operatorname { l n } ( \zeta \bar { \zeta } ) - 2</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>509</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97347.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>E _ { i n d } = T _ { 0 } + E _ { D 2 } - E _ { D 2 2 } 0 } = \frac { T _ { 2 } } { d e t } g } { 2 \alpha ^ { \prime } B ( B + + + } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>510</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3972.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V _ { q } = \frac { { ^ { 2 } } { 4 \pi \pi } } } { - 1 } \partial _ { k } ^ { 2 } 2 } - \frac { \pi \frac { \pi 2 } } { 4 } { 4 0 } ^ { 2 } { 2 } \sum _ { \left( \sum _ { o &gt; ^ { 2 } \equiv - - - \equiv - - - - -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>511</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/917.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = - \frac { d W ^ { 2 } } { \operatorname { s i n h } ^ { 2 } W \operatorname { l n } ^ { 2 3 } T _ { c } ^ { 2 } } + \operatorname { l n } ^ { 2 / 3 } T _ { C } ^ { 2 } \sum _ { j } ^ { 2 } \sum _ { j } ^ { 2 } \sum _ { j } ^ { 2 } \sum _ { j</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>512</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63111.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63111.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>r ( \alpha ) = \sum \alpha _ { j } ( d \theta ) ^ { j } - \theta \wedge \sum ( \delta _ { V } \alpha _ { j } ) ( d \theta ) ^ { j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>513</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/46081.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/46081.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>r _ { n } ( g _ { 1 } , . . . , g _ { n } ) = ( x ( g _ { 1 } g _ { 2 } \cdots g _ { n } ) ^ { - 1 } , g _ { 1 } , \ldots , g _ { n }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>514</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2423.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/2423.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\zeta _ { b } ^ { i } = g ^ { i a } \rho _ { a } ^ { b } g _ { j j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>515</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69483.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H _ { i } ( 0 ) \equiv P H P , H P , _ { V _ { 0 ) = 0 , \; \; V _ { i } ( t \rightarrow 0 ) \simeq - i t P Q H P ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>516</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36632.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ _ { \mathrm { { \mathrm { \mathrm { ( a , B ) = \frac { e B m } { \pi ^ { 2 } a ^ { 2 } } ( a m ) ^ { 2 } \sum _ { n = 1 } ^ { \infty } \frac { ( - 1 ) ^ { n } } { n } \, K _ { 1 } ( 1 } ( { 1 } (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>517</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1291.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int \int _ { \Sigma _ { p } } B \int _ { \Sigma _ { n - p - 1 } ^ { \prime } } C \right) _ { \left( S _ { c o p } + S _ { i n | { l } = L L n k ( ( \Sigma</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>518</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25835.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>P _ { 1 } ( I ) = - 1 6 \sum _ { 1 \leq i &lt; j \leq 4 } ( x _ { i } ^ { 2 } - -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>519</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88615.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal M } ( \omega ) = \{ u _ { k } ^ { k } | \omega ^ { k } \in s u ( 2 ) \otimes \Omega ^ { 1 , 1 } , \; \; \; \; { \; \; ^ { i f , 1 } F ^ { 1 } \wedge F ^ { j } = 0 \} / 1 \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>520</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/62223.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname { l n } Z _ { B } = \frac { 4 \pi V } { h ^ { 3 } } \left( \frac { \sqrt { \pi } } { 2 } ( \frac { 2 m } { \beta } ) ^ { 3 / 2 } z + \sqrt { \pi } ( \frac { 2 m } { \beta } ) ^ { 3 / 2 } \delta ( q ) z ^ { 2 } +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>521</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68475.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int _ { 0 } ^ { 1 } \left[ - \frac { 1 } { 2 \epsilon } \left( \dot { x } ^ { \mu } - i \psi _ { a } ^ { \mu } \chi _ { a } \right) ^ { 2 } + \frac { i } { 2 } f _ { a b } \left[ \psi _ { a \mu } , \, \psi _ { b } ^ { \mu } \right] _ { - } - i \psi _ { a \mu } \dot { \psi } _ { { } ^ { \mu } \right] _ { - } - i \psi _ { a , } \dot { { } _ { { { ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>522</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69989.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/69989.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta _ { 1 } = p _ { 1 } { } ^ { 2 } + m _ { q } { } ^ { 2 } ; ( m _ { q } = m a s s o f e a c h i n s a r k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k k</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>523</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70996.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>W \; = } \frac = { 1 } { 4 \rho ^ { 2 } } } \, \left[ \operatorname { c o s h } ( 2 \varphi _ { 1 } ) \, ( \rho ^ { 6 } ~ - ~ 2 ) ~ - ( 3 \rho ^ { 6 } ~ + ~ 2 ) \right] ~ ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>524</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63739.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { l , l ^ { \prime } } ^ { ( 2 ) } ( E ) = \delta _ { l 0 } \, \delta _ { \mu _ { 0 } 0 } \, \frac { \operatorname { l n } \left( E / | E _ { g { } | \right) + | \right) + { l n } \left( E / | E _ { g s } | \right) -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>525</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102479.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta _ { \epsilon } \sigma _ { a } = \varepsilon ^ { i } ( C _ { i } ) _ { a } { a } ^ { } \Phi _ { b } , b } , { \delta _ { _ { a } = \varepsilon ^ { i } ( \tilde { C } _ { } _ { i } ) } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>526</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/62190.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { { ^ { 2 } } { c ^ { 2 } } \left( 1 - \frac { c ^ { 2 } B } { 1 ^ { 3 / 2 } } 2 } } } \sigma \right) + \frac { 3 1 } { c ^ { 2 } } \frac { \dot { a } _ { 0 } } { a _ { 0 } } \dot { } } } 1 + \frac { B } { \sqrt { i } } { \sqrt { i } } } } ( \Phi ) = 0 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>527</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/34036.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/34036.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = - ( 4 i r | X | + 1 - 4 b r ^ { 2 } ) d T ^ { 2 } + \frac { d X ^ { 2 } } { 4 b \tau | X | + 1 - 4 b r ^ { 2 } } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>528</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29749.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/29749.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Lambda _ { i } ( \xi , \xi ) = 0 , \quad i = 1 , \ldots . . . . . . . .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>529</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64651.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/64651.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\nabla _ { \mu } ( e ^ { - a \psi } F ^ { \mu \nu } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>530</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90599.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>A _ { \mu } ^ { a } \, = \, \hat { A } _ { \mu } n ^ { a } \, + \, \, \, \, \, \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>531</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7115.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/7115.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ d \bar { \psi } ] [ d \psi ] = \left( \operatorname* { d e t } ( C _ { m n } ) \right) ^ { 2 } [ d \bar { \psi } ] ] d \psi \psi</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>532</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47835.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>m _ { d y m } ^ { 2 } = \Lambda ^ { 2 } \operatorname { e x p } \left( - \frac { 2 \pi } { { { N } _ { c } c } \right) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>533</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91604.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\bar { A } \, = \, \frac { l ^ { 2 } \, K _ { 1 / 2 } ( z ) } { 2 \, \, \, _ { 4 \, 3 } ( z ) \, + \, 2 ^ { 2 2 } \, t ^ { 2 / 3 } \, \, \, { 1 / 3 } } _ { { 2 2 ( z ) ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>534</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98608.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/98608.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ Q _ { \mu } , Q _ { \nu } ] = i l _ { P } ^ { 2 } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>535</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18025.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/18025.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = d X \cdot d X = - \left( \frac { r ^ { 2 } + 1 } { 2 r } \right) ^ { 2 } d t ^ { 2 } + \frac { 1 } { r ^ { 2 } } d r ^ { 2 } + \left( \frac { r ^ { 2 } - 1 } { 2 r } \right) ^ { 2 } ( d \Omega )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>536</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/87312.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T = \left( \begin{undefined} { x ^ { 4 } } &amp; { \Gamma \cdot x } \\ { \Gamma ^ { \dagger } \cdot x } &amp; { - x ^ { 3 } } \\ \end{undefined} \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>537</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33651.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/33651.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>- \frac { 1 } { 2 } \left( \frac { d ^ { 2 } } { d r ^ { 2 } } + \frac { 1 } { r } \frac { d } { d r } \right) \operatorname { l o g } \rho + \rho - \zeta = \zeta = \rho + \rho - \zeta = \zeta =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>538</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94545.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/94545.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>V _ { A { A v a n r e z } } = M _ { 0 } ^ { 2 } R \sqrt { 1 - \frac { R _ { c } ^ { 2 } } { R ^ { 2 } } } , \quad \mathrm { w i t h } \ ~ \ R _ { c } ^ { 2 } = \frac { \pi ( D - 2 ) } { 1 2 \, M _ { 0 } ^ { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>539</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52686.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/52686.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ E _ { a b } , E _ { c d } ] ~ = ~ \delta _ { b c } E _ { a d } \ - \ \delta _ { d a }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>540</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82290.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82290.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = - e ^ { 2 U } d t ^ { 2 } + e ^ { - 2 U }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>541</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4708.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>R _ { j } ^ { ( l ) } ( \Lambda _ { 1 } , ~ ~ ~ , { 1 } , , , \Lambda _ { j } , , , } , { N } ) = \left\{ \begin{undefined} { ( \Lambda _ { 1 } , , , } , { i } - - - } - l , { j } + { j } + l , \cdots , \Lambda _ { N } ) } &amp; { i f _ { _ { &gt; \Lambda _ { j } &gt; \Lambda _ { j } &gt; \Lambda _ { j } &gt; \Lambda _ { j } &gt; \Lambda _ { i } &gt; \Lambda _ { i } &gt; \Lambda _ { i } &gt; \Lambda _ { i } &gt; \Lambda _ { i } &gt; \Lambda _ { i } &gt; \Lambda _ { i } &gt; \Lambda _ { i } &gt; \Lambda _ { i } &gt; \Lambda _ { i } &gt; \Lambda _ { i } &gt; \Lambda _ { i } &gt; \Lambda _ { i } &gt; \Lambda _ { i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>542</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/40768.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal L } _ { a { } ^ { \mathrm { e p i n } } \ = \ \frac { 1 } { 1 2 \pi R ^ { 2 } } \left[ \beta ^ { 2 } e _ { 1 } ( m _ { { } R ) ) + \; \beta ^ { 4 } e _ { 2 } ( m _ { c } R ) ) \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>543</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25754.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { n , n ^ { \prime } } = 2 V \operatorname { s i n } ( \pi n } ( \pi \operatorname { e x p } ( 2 i \pi e n ^ { \prime } / k )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>544</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84550.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>| K ( X , D ) | \leq \sum _ { v : { \prime } 0 } \prod _ { p \in X } | \tilde { L } _ { \beta } \left( v _ { p } \right) | \leq \sum _ { a l \, v } \prod _ { \rho \in X } | \tilde { I } _ { \beta } \left( v _ { p } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>545</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52271.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Gamma _ { i j } ^ { \prime } = \frac { \delta } { \delta U } i } i \Gamma = - 2 \int _ { 0 } ^ { \infty } \frac { d T } { T } \int [ D X _ { \mu } ] [ D \bar { X } ] [ D X ^ { \prime } ] ( - 1 ) ^ { F } \Omega _ { U } _ { { } e ^ { \prime } } e ^ { ) ^ { F } \Omega _ { U } e ^ { \prime } { _ { U } e ^ { e { { } } { } { U } { U } e ^ { { } { \cal \Omega } _ { U } } ^ { { { } \cal \Omega } _ { U } } ^ { { { { } } } _ { U } } } { e { { { } } _ { U } { } } } e { { { } } { U } { { } } } e { {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>546</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60419.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int _ { 0 } ^ { \epsilon } \, \frac { p _ { \nu } ^ { { - 1 } \, d p _ { \nu } } { p _ { y } ^ { 2 } - p ^ { 2 } - i 0 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>547</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37409.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/37409.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f = k _ { N } S - \frac { N _ { f } } { 8 \pi ^ { 2 } } ( q + \tilde { q } ) \operatorname { l n } n</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>548</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96818.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96818.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>a = c = { \frac { 1 } { 4 } } \quad \mathrm { a n d } \quad b = d = d = d</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>549</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95818.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>k _ { 1 } = \frac { p } { 1 + p } \, m i n ( \frac { C _ { 0 } } { p } - \frac { \nu } { 4 } , \frac { 1 } { 2 } - } - - 2 } } -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>550</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82638.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82638.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { 1 } { \sqrt { 2 } \sqrt { \pi } } \int _ { 0 } ^ { \infty } \frac { d s } { e ^ { \frac { 3 } { 3 } } } \operatorname { e x p } ^ { - s H _ { 0 } } \int _ { 0 } ^ { s } d s _ { 1 } M ( s _ { 1 } ) _ { 1 } \int _ { 0 } ^ { z _ { 1 } } d s _ { 2 } M ( s _ { 2 } ) _ { 1 } \int _ { 0 } ^ { s _ { 2 } } d s _ { 3 } M ( s _ { 3 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>551</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38569.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/38569.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\theta ^ { \prime } = g ^ { - 1 } \theta g + g ^ { - 1 } \theta g + g ^ { - 1 } \theta g + g ^ { - 1 } \theta g + g</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>552</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85336.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/85336.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>| \psi ^ { ( \pm ) } \rangle = | \phi \rangle + \frac { 1 } { E - \hat { H } _ { 0 } \pm i \epsilon } \hat { V } | v ^ { ( \pm ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>553</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79429.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/79429.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f ( N ) = \sqrt { 1 - \prod _ { j = 1 } ^ { D / 2 } \left( \frac { l + j } { N + j } \right) , }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>554</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96837.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96837.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal V } ( 1 - z ) = { \cal V } ( 1 / z ) = { \cal D } ( \bar { z } ) = - V ( z ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>555</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/39161.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/39161.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = F ( y ^ { a } ) ^ { 2 } d \hat { s } ^ { 2 } + d \bar { z } _ { d } ^ { 2 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>556</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/83637.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/83637.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D ^ { I } ( z , \bar { z } ) = - \overline { z } ^ { i ^ { \prime } } ( T _ { I } ) _ { i ^ { * } j } z ^ { j } z ^ { j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>557</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/56638.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>P _ { 1 } ( \mu ) = D _ { N } ^ { \prime } \prod _ { 1 \leq i &lt; j J } ( \operatorname { c o s } ^ { 2 } x _ { i } \operatorname { s i n } ^ { 2 } } _ { { } - \operatorname { s i n } ^ { 2 } x _ { i } \operatorname { c o s } ^ { 2 } x _ { j } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>558</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55094.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>L _ { i j } \left[ X , P ] = X ^ { i } P ^ { j } - X ^ { j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>559</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/76678.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\mathrm { P f } ( Q ^ { \prime \prime } Q ^ { \prime j } ) = \Lambda ^ { { { ( N + 1 ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>560</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93722.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>i \int { \cal D } \phi \frac { \partial } { \partial \theta } S _ { \mathrm { e } f } } \theta \phi , { e x p } \left( i S _ { e f f } [ \phi , \theta \phi , \theta , \theta i \int _ { _ { { { { { _ { { { { { { { { \int _ { { { { { ^ { { _ { { { { { ^ { { { { _ { ^ { ^ { { { { _ { ^ { ^ { ^ { { { { ^ { ^ { { ^ { ^ { { { ^ { { } { { { { { ^ { { { { _ { { { ^ { { { { _ { { } ^ { { { { _ { { } ^ { { { { _ { { } ^ { { { { _ { { } ^ { { { { _ { { } ^ { { { { _ { { } ^ { { { { _ { {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>561</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/46767.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>m ( f _ { - } ^ { - } f _ { - } ^ { \dagger } + g ^ { i } g _ { - } ^ { - 1 } ) \gamma ^ { 4 } = m \operatorname { c o s h } \left( w \right) \gamma ^ { 4 } - m \operatorname { c o s h } \left( \omega \right) \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>562</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69755.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/69755.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>I ^ { - 1 } ( k ^ { 2 } ) \simeq \frac { i } { 3 2 \sqrt { - k ^ { 2 } + 4 m ^ { 2 } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>563</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89035.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>J _ { m n ^ { \prime } } ( r ) \equiv \sum _ { m = 0 } ^ { m i n ( m ^ { \prime } ) } \frac { n ! n ^ { \prime } \prime } { m ! ( n - m ) ! ( n ^ { \prime } - m ) ! } [ i [ i g n ( e H ) H ) ^ { n + n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - n ^ { \prime } - m</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>564</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86930.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/86930.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Q _ { 0 } = Q _ { B } , \ \delta = \delta _ { p { p n a i i u s s } } , \ F _ { 0 } = F _ { p r e u u u s } , ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>565</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/48642.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( L _ { \Lambda P B } , L _ { \Lambda I } ) \rightarrow ( \bar { _ } ^ { \bar { B } , \hat { f } _ { A \hat { , } _ { } _ { A } , \hat { f } _ { { A } , , { f } } { { A } , , { f } } { { A } , , { f } } { { A } , , { f } } { { A } , , { f } } { { A A } , \hat { f } _ { A</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>566</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49164.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/49164.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\overline { { \Theta } } _ { \mu \nu } ^ { a b } = - g _ { \mu \nu } \left[ \left( \nabla _ { \lambda } - i g ( n ^ { c } T ^ { c } ) \overline { { A } } _ { \lambda } \right) ^ { 2 } \right] ^ { a b } + i g ( n ^ { c } J ^ { c } ) ^ { a b } \bar { F } _ { \mu \nu } - -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>567</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/48611.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal O } _ { B } ( Z , \overline { { W } } ) = \frac { \langle e _ { { \cal \cal } } | | { { O } } { \langle e _ { \mathrm { Q } } ] e }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>568</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90841.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal V } \, \Omega \, { \cal P } ^ { T } = i { \cal \Omega } { \cal</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>569</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82581.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\omega _ { 0 } : = \hbar \int d r ( H ^ { - 1 } \delta p \wedge \delta q \wedge \delta q ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>570</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/78620.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/78620.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Gamma ( z ) = p ^ { z } \int _ { 0 } ^ { \infty } d t \, e ^ { \mu } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>571</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/54400.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>M ^ { 2 } | \Psi \rangle = - ( \Gamma ^ { m } P _ { m } ) ^ { 2 } | \Psi \rangle = T ^ { 2 } \left( 2 } d e t } ( G + { \cal T } ) _ { a b } + P ^ { a } G _ { a b } P ^ { b b }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>572</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/838.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/838.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { \mu } V _ { \mu } ^ { a } = 0 , \; \; \; \; \; \partial _ { \mu } W _ { S \mu } ^ { a } = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>573</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15071.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15071.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta _ { \alpha } ^ { ( 1 ) } h _ { \alpha \beta } = g ( \partial _ { \pi \kappa } \partial _ { \omega \nu } \xi _ { \alpha \sigma } h _ { \nu \beta } + \partial _ { \nu \sigma } \partial _ { \nu \beta } \xi _ { \lambda z } h _ { \alpha \sigma } - s \partial _ { \alpha \sigma } \partial _ { \nu \nu } \xi _ { \pi \pi } h _ { \rho \rho } ) + ( \alpha \otimes \beta )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>574</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63730.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63730.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\epsilon _ { \lambda \lambda \nu \rho } \, \sigma ^ { \lambda \mu } \sigma ^ { 3 \rho } = \sigma</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>575</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6147.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left[ \begin{undefined} { \frac { g _ { { } ^ { { } \omega ^ { 2 } + , \nu ; } \prime } } &amp; { } \\ { i } ^ { \prime } \omega ^ { \prime } - j ^ { \prime } , ^ { \prime } - \ell ^ { \prime } } &amp; { \prime } , ^ { \prime } - } &amp; { } } , ^ { \prime } , &amp; { \prime } , &amp; { \prime } , ^ { \prime } , } x ^ { \prime } - \mu ^ { \prime } - \mu ^ { \prime } } - ^ { \prime } - \mu ^ { \prime } - \mu ^ { \prime } - \mu ^ { \prime } - \mu ^ { \prime } - \mu ^ { \prime } - \mu ^ { \prime } - \mu ^ { \prime } - \mu ^ { \prime } - \mu ^ { \prime } - \mu ^ { \prime } - \mu ^ { \prime } -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>576</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86946.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { C } _ { 0 \, 0 0 } ^ { l l l l _ { 1 } l _ { 2 } } = \rho ( l _ { 3 } , l _ { 1 } , l _ { 2 } ) \sum _ { k } \frac { ( - 1 ) ^ { k } } { k ! } \frac { ( l _ { 1 } + k ) ! ( l _ { 2 } + l _ { 3 } - k ) ! } { ( l _ { 1 } - k ) ! ( l _ { 2 } - l _ { 3 } + k ) ! ( l _ { 3 } - k ) ! ( l _ { 3 } - k ) ! ( l _ { 3 } - k ) ! ( l _ { 3 } - k ) ! ( l _ { 3 } - k ) ! ( l _ { 3 } - k ) ! ( l _ { 3 } - k ) ! ( l _ { 3 } - k</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>577</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70312.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { T } _ { b } | \mathrm { p h } s \rangle = 0 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>578</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66226.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>E _ { 1 } ^ { - } = \sum _ { n } \frac { 1 } { n ! } \int d x _ { 1 } 1 } x _ { n } E ^ { n } ( x _ { 1 } , \ldots , x _ { n } ) j _ { 2 } ( x _ { 1 } ) \ldots j _ { 2 } ( x _ { n } ) \; .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>579</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85132.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/85132.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta \phi _ { A } = \frac { \partial } { \partial \xi _ { A } } \phi ( x ^ { \rho } ; \xi _ { B } ] ~ ~ ~ , ~ ~ ~ \delta A _ { \beta } ^ { ( A ) } = \frac { \partial } { \partial \xi _ { A } } A _ { \beta } ( x ^ { \gamma } ; \zeta _ { B } ] ~ ~ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>580</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58144.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/58144.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\tilde { G } = S U ( 3 ) \rightarrow H = E _ { 6 } , \quad G = S U ( 4 ) \rightarrow H ( 1 0 ) , \quad G = S U ( 5 ) \ , H = =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>581</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37467.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { \cal L } ^ { ( 2 ) } \; \; ~ = ~ ~ ~ d \hat { { { { { } ^ { ( 1 ) } + l _ { p } ^ { - 2 } \, \partial \hat { X } ^ { M } \partial \hat { X } ^ { N } ( i _ { \hat { k } } \hat { \hat { ^ { ( 3 ) } 3 ) } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>582</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100864.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/100864.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ \alpha ^ { * } , \Pi _ { \chi ^ { * } } ] _ { + } = - - -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>583</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102961.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102961.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\mathrm { s o m i a n a t y t i e ~ g a u g e ; } \quad a _ { a } ^ { + } ( x , \theta ^ { \pm a } , u ) = 0 \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>584</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24171.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \partial A _ { 0 \mu } } { \partial t } = - i \left[ A _ { 0 \mu } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>585</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35855.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/35855.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = \lambda ( r ) d t ^ { 2 } - \lambda ( r ) ^ { - 1 } d r ^ { 2 } - R ( r )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>586</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/78391.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>i { i } { { } } } d t { { + } = { \frac { 1 } { ( 2 \pi ) ^ { 2 } } } \int _ { M } \left( { \frac { i ^ { 2 } } { 2 } } \operatorname { t r } F ^ { 2 } + { \frac { r } { 4 8 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>587</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3839.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/3839.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S = \beta ( E - \mu _ { i } C _ { i } ) + +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>588</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58611.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/58611.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( \Delta f ) _ { \pm } ( v )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>589</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77181.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/77181.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta A _ { \dot { z } l } = - \epsilon i { \cal D } _ { 2 t } S ( \mu ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>590</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1317.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( X \cdot \partial + 1 ) A _ { M } = 0 , \quad X \cdot A = = = = } = =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>591</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58681.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/58681.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Phi ( t ) = \operatorname { l n } \left( \operatorname { s i n h } ^ { 2 } t \, \sqrt { 1 + \frac { 2 } { | \kappa | } \operatorname { c o h h } ^ { 2 } t } \right) + \operatorname { c o n s t } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>592</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97711.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/97711.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A _ { 1 } ( z , \bar { z } ) = \partial _ { \bar { z } } \varphi _ { 0 } = \frac { 2 } { \operatorname { c o s h } 1 } , \quad \bar { A } _ { 1 } ( z , \bar { z } ) = \partial _ { z } \varphi _ { 0 } = \frac { 2 } { \operatorname { c o s } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>593</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95496.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { i j k l } ( \vec { x } , \vec { y } ) = \left( \begin{undefined} { 0 } &amp; { - 1 } \\ { 1 } &amp; { 0 } \\ \end{undefined} \right) \left( \eta _ { i j , k l } \, \nabla ^ { 2 } + \partial _ { i j k l } ^ { 2 } \right) \delta ( \vec { x } - \vec { y } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>594</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68877.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T _ { \mu \nu } = G _ { I J } \partial _ { \mu } \phi ^ { I } \partial _ { \nu } \phi ^ { I } - g _ { \mu \nu } \left[ \frac 1 2 g ^ { \alpha \beta } G _ { } G _ { I { \alpha } \phi ^ { I } \partial _ { } \partial _ { { } \phi ^ { J } +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>595</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29397.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Pi _ { \mathrm { S } ^ { 2 } = 2 } = { { 2 } } 2 } { 2 } \left( \begin{undefined} { 2 } &amp; { - 1 } \\ { - 1 } &amp; { 2 } &amp; { 1 } &amp; { { 1 } } { - 1 } \\ { - 1 } \\ \end{undefined} }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>596</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68342.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V _ { \mathrm { l o n g } } = - \int { \frac { s } { s ^ { 3 / 2 } } \frac { e ^ { - ^ { - ^ { - } } { 8 \sqrt { \pi } c _ { 1 } s t _ { 3 } s } ( c _ { 1 } ^ { 2 } - c _ { 2 } ^ { 2 } ) ^ { 2 } s ^ { 4 } ( \frac { \sqrt { \pi } } { L _ { 1 } s ^ { 1 / 2 } } ) = - \frac { ( c _ { 1 } ^ { 2 } 2 } { 2 c _ { 1 } L ^ { 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>597</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8910.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\gamma _ { a b } = \left( \begin{undefined} { \rho _ { a b } \rho _ { 1 } ^ { T } } &amp; { 0 } } { 0 } &amp; { { _ { { i ^ { T } } _ { { } } { T } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>598</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4571.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta _ { \delta } \psi = i \hat { \lambda } \star \varphi .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>599</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/11874.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/11874.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( D _ { \Gamma } t ) ^ { a } = d t ^ { a } + \Gamma ^ { i } ( J _ { i } ) _ { b } ^ { b } t ^ { b } b ^ { b }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>600</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/22334.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F ( \zeta , z ) = C ( \psi _ { 1 } , \psi _ { 2 } , \psi _ { 3 } ) \, \zeta - z \right) ^ { \Delta _ { 3 } - \Delta _ { 1 } - \Delta _ { 2 } } , ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>601</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96863.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96863.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Pi _ { \mu \nu } ( x , x ^ { \prime } ) = \frac { e ^ { 2 } } { i } \mathrm { t r } ( \gamma _ { \mu } G ( x , x ^ { \prime } ) \gamma _ { \nu } G ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>602</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15862.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>p ^ { a } = - \frac { \partial L } { \partial U _ { a } } \equiv \tau ^ { a } - e A ^ { a } a } \ S ^ { a b } = - \frac { \partial L } { \partial \sigma _ { a b } } \equiv \frac { 1 } { 2 } \epsilon ^ { a b c } ^ { a b c } { \cal { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>603</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8753.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/8753.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ X _ { \mu \nu } , C ] _ { - } = 0 , \qquad [ X _ { \mu \nu } , U ] _ { - } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>604</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/46442.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \frac { \partial \Gamma } { \partial g } } = - { \frac { 2 } { g ^ { 3 } } } \left[ \int { \cal { 0 } ^ { 0 } 0 } } { + } _ { r } { - 1 } \; \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>605</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67272.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/67272.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Q = Q _ { i } \nabla z ^ { i } + Q _ { i } \nabla \bar { z } ^ { \dagger } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>606</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43813.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/43813.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>P ( x , y ) \; = \; \int \frac { d ^ { 4 } k } { ( 2 \pi ) ^ { 4 } } \; \hat { P } ( k ) \; e ^ { - i k ( x - y ) } \; \; , \; \; \; \; Q ( x , y ) \; = \; \int \frac { d ^ { 4 } k } { ( 2 \pi ) ^ { 4 } } \; \hat { Q } ( k ) \; e ^ { - i k ( x - y ) } \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>607</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24749.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>s + \frac { 3 } { 2 } x = \frac { 3 - \mu l ^ { 2 } e ^ { - \varphi _ { 0 } } } { 2 \mu ^ { 2 } e ^ { - \psi _ { 0 } - 2 } } \left( x - \frac { 2 } { 3 } \psi _ { 0 } \right) + \frac { e _ { r } c _ { 1 } } { 2 } ( \bar { \mu } - \mu 2 } e ^ { - \psi _ { 2 _ { 2 } ) } \left[ x - \frac { 2 } { 3 } \psi _ { 0 } \right| ^ { 2 - \mu ^ { 0 } ^ { e x p } ( x ) } \\ \end{undefined}</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>608</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101971.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I _ { H } ^ { \pm } = \sum _ { j = 1 } ^ { N _ { H } ^ { _ { h _ { j } } ^ { \pm } \, , \pm } _ { C } ^ { \pm } = \sum _ { j = 1 } ^ { M _ { { M _ { 0 } ^ { 2 } } J _ { c _ { j } } ^ { \pm } \, , \, I _ { W } ^ { \pm } = \sum _ { j = 1 } ^ { M _ { N } } } _ { { j } ^ { \pm } { \pm } \, { a n d } \, { _ { } ^ { \pm } = = _ { { j { { { } } { { n d } } I _ { _ { ^ { \pm } = } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>609</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/45428.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>P _ { 1 2 0 } \, \psi = ( h _ { 1 } + h _ { 2 } + V _ { 1 } + V _ { 2 } + U _ { 1 2 } 1 2 } \, ) \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>610</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8177.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\langle V , W \rangle = ( - ) ^ { [ \gamma ] { } } ] { } } } t r } ( } ( V } V }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>611</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32238.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/32238.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Xi _ { j , m } \equiv \Phi _ { j , m } - \Psi _ { j , m } = \operatorname { l n } ( \gamma ) \Theta _ { j , m }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>612</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66306.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/66306.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S _ { R } = \frac { 1 } { 2 } ( 1 - \gamma _ { 5 } ) S ) S</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>613</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12011.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/12011.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal L } ^ { \prime } = \overline { { \psi } } i \partial \! \! - \frac { \sigma ^ { 2 } } { 2 } - g \overline { { \psi } } \psi \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \! \!</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>614</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82271.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ ^ { i } { } _ { J } H ^ { J } { } _ { K } ( O ^ { - 1 } ) ^ { K } { } _ { l } = \eta _ { \eta _ { { H ^ { I } { } _ { J } = ( { \cal O } ^ { - 1 } ) ^ { I } { } _ { k } { k } k } { } _ { i } O { { } ^ { } _ { } _ { { } _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>615</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4530.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\gamma _ { \alpha \beta } = \frac { 2 h _ { \alpha } } { t - - - -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>616</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/31874.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/31874.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>G ( \tilde { q } , q , t ) = F ( q , \bar { q } , t ) ^ { \dagger } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>617</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95647.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/95647.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S ^ { 4 } = B _ { 1 2 } B _ { 2 3 } B _ { 3 4 } \ldots B _ { n - 1 , n } R _ { 1 } ^ { - 1 } \ldots .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>618</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41887.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/41887.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\int _ { M } H = \int _ { M } d B = \int _ { \Sigma ( \Sigma ) } B = \int _ { \Sigma } g ^ { * } B</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>619</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15067.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15067.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>n _ { R } ( p , t ) = \frac { 2 \pi } { p } \qquad t &gt; t { 1 } { m }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>620</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95263.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Omega _ { I } = i \omega _ { T } ^ { 0 } P _ { 0 } + i \omega _ { I } ^ { a } P _ { \alpha } + \ldots + i \omega _ { \chi } { { 0 } _ { 0 0 } ^ { 0 } P _ { 0 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>621</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60279.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ _ { m } = ( - 1 ) ^ { m } Y Y } Y m } = ( - 1 ) ^ { m } Y Y</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>622</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32047.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/32047.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi = \frac { 1 } { 4 \alpha } e ^ { - 2 \rho } ~ ~ , ~ ~ \tilde { g } _ { \mu \nu } = \frac { 1 } { 4 \alpha \omega }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>623</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64479.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>E = 2 \pi \int _ { 0 } ^ { \infty } r d r \left( f ^ { \prime 2 } + \frac { \operatorname { s i n } ^ { 2 } f } { r ^ { 2 } } ( 1 + 2 \theta _ { 1 } f ^ { 2 } ) + \theta _ { 2 } V ( f ) ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>624</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26183.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26183.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D _ { q } \tau ^ { \prime } - i \eta ^ { n } D _ { q } q ^ { n } = 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>625</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95284.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal F } = { \cal F } _ { c l } + { \cal F } _ { 1 - l o - p } + F o + } } + F \, F _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>626</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85535.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>a _ { \alpha } ( x ) = - \left( \frac { \hbar \theta } { e ^ { 2 } \pi } \right) \int d ^ { 2 } x ^ { \prime } \frac { \epsilon _ { \alpha \beta } ( x ^ { \beta } - x ^ { \prime \rho { ) } { | x - x ^ { \prime } | ^ { 2 } } \rho ( x ^ { \prime } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>627</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60483.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\bar { \Psi } ^ { 2 } = \frac { 1 } { { { { } } } 2 } } \nabla ^ { 4 } \operatorname { l n } { \cal W } , } , ^ { 2 } = \frac { 1 } { W ^ { 2 } } } } \nabla } ^ { 4 } 4 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>628</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/39302.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/39302.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\langle 0 | T ( z ) T ( w ) | 0 \rangle = \frac { c / 2 } { ( z - - ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>629</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63841.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63841.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma _ { 5 } \Psi ( x _ { \mu } , - y ) = + \Psi ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>630</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66056.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/66056.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta A _ { \mu } = \partial _ { \mu } \lambda ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>631</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52835.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/52835.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\mathrm { r r } _ { q } B = [ r ( D B ) = q ^ { - 1 } b _ { 1 1 } + q b _ { 2 2 } \quad , \qquad D = d i a g ( q ^ { - 1 } , q ) \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>632</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98739.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/98739.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>q ^ { k } d x _ { 1 } - \frac { q ^ { - 2 } } { [ 2 ] _ { q } C _ { N } } [ k ] ]</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>633</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4891.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/4891.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\kappa _ { 1 1 } ^ { 2 } = x _ { 4 } ^ { 2 } \, V _ { 7 } \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>634</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75550.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal D } _ { D W } ^ { G } = i \gamma ^ { \mu } \left[ \partial _ { \mu } + \pi } { L } \left( \frac { \left( \frac { \mu } } { 2 } - g b _ { \mu } \right) + \frac { 2 \pi } { L } { L } } _ { \mu } ^ { } ^ { \frac { { ( \frac { } } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>635</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19922.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>R _ { a b } = \frac { 1 } { 6 } F _ { a { a c d e F _ { b } ^ { ^ { ~ e f } + \frac { \frac { 1 } { 8 } } \left( a _ { a c _ { b _ { b } ^ { { c d } + G _ { a c d } ^ { { } G _ { b b ^ { - \frac } - } { 6 } g _ { a b } G _ { c d G _ { c { e } G ^ { { d d e</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>636</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/56082.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/56082.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>P _ { \nu } = \operatorname { e x p } \left\{ - \mu \tilde { n } ^ { c r } \int d x \right\} , ~ ~ \mu = \sum _ { n = 0 } ^ { \infty } \frac { \beta ( n + 1 ) } { ( n + 1 ) ^ { 3 / 2 } \beta ( 1 ) } \operatorname { e x p } \left\{ - n \pi \frac { ( a M ) ^ { 2 } } { \rho } \right\}</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>637</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79971.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\langle \Phi _ { 1 } | \hat { O } ^ { \dagger } | \tilde { \Phi } _ { 2 } \rangle = \overline { { \langle \Phi _ { 2 } | \overline { { O } } | } |</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>638</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51862.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/51862.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial ^ { \mu } \partial _ { \mu } Z = 0 \quad \mathrm { a n d } \quad \partial ^ { \mu } Z \otimes \partial _ { \mu } Z = \partial _ { \mu } Z = \partial _ { \mu } Z = \partial _ { \mu } Z =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>639</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35846.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/35846.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sum _ { \alpha , \beta = 0 } ^ { 3 } F _ { \alpha \beta } \frac { d x ^ { \alpha } } { d s } \frac { d x ^ { \beta } } { d s } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>640</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/17628.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/17628.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( k _ { j _ { 1 } } + k _ { j _ { 2 } } + k _ { j _ { 3 } } ) ^ { 2 } = X ( j _ { 1 } , j _ { 2 } ) ( Q _ { j _ { 1 } } - Q _ { j _ { 2 } } ) + X ( j _ { 1 } , j _ { 3 } ) ( Q _ { j _ { 1 } } - Q _ { j _ { 3 } } ) + X ( j _ { 2 } , j _ { 3 } ) ( Q _ { j _ { 2 } } - Q _ { j _ { 3 } } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>641</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1211.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>E _ { \infty } \simeq \frac { Q \, \frac { Q \pi r ^ { 3 } } } \ \ \ } \ B _ { \infty } \simeq \frac { m m \wedge } { 4 \pi \pi ^ { { } } } {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>642</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95959.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/95959.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta _ { \epsilon } u ^ { a } = \dot { \epsilon } _ { 2 } ^ { a } + \left[ C _ { b } ^ { 0 } , f ^ { a } \left( C \right) \right] \, _ { 2 } ^ { b } - \Delta _ { a b } \frac { \partial f ^ { a } \left( C \right) } { \partial C _ { c } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>643</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95082.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/95082.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal H } = { \cal H } _ { 0 } \oplus { \cal H } { \cal H }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>644</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65898.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/65898.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sigma a ^ { 2 } \sim c _ { 2 } g ^ { 4 } \quad \mathrm { a s } \quad a \rightarrow 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>645</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26899.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26899.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>0 = \int D \sigma \int d ^ { d } z \frac { \partial } { \partial \sigma _ { \alpha \beta } ( z , x ) } ( \sigma _ { \alpha \beta } ( z , y ) J F [ \sigma ] e ^ { i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>646</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10790.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/10790.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\langle f ( a _ { \mu } ^ { a } ) g ( A _ { \nu } ^ { m } ) \rangle = \langle f ( a _ { \mu } ^ { a } ) \rangle \langle g ( A _ { \mu } ^ { m } ) \rangle</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>647</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58722.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/58722.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\theta ^ { I } = \left( \operatorname { c o s } \frac { \alpha } { 2 } - \operatorname { s i n } \frac { \alpha } { 2 } \gamma ^ { 4 4 } \right) 4</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>648</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19195.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ { A } _ { 1 } = \beta \int \sqrt { h } d ^ { D - 1 } x \left( \frac { 1 } { 6 } \tilde { R } - V \right) = \beta \int \sqrt { h } d ^ { D - 1 } x \left( \frac { 1 } { 6 } \bar { R } - \frac { 1 } { 2 4 } F ^ { \alpha \beta } F _ { \alpha \beta } - \frac { 1 } { 2 4 } F ^ { \alpha \beta } F _ { \alpha \beta } -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>649</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102487.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102487.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>L = \frac { 1 } { 2 } \dot { x } ^ { j } \dot { x } ^ { j } - U ( \vec { x } ) + \frac { i } { 2 } \theta _ { a } ^ { j } \dot { \phi } _ { a } ^ { j } + i R _ { j k } ( \vec { x } ) \theta _ { b } ^ { j } + i R _ { j k } ( \vec { x } ) \theta _ { \theta } ^ { j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>650</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58286.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( D p , D ( 6 - p ) ) + ( \overline { { D p } } , \overline { { D ( G - p ) } ) } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>651</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/56819.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H _ { + } = \frac { 1 } { 2 m } ( p _ { i } + \frac { B } { 2 } \epsilon \epsilon _ { \epsilon \epsilon</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>652</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96076.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>h \phi _ { n } ( \varphi ) \; = \; \lambda _ { n } ^ { 2 } \phi _ { n } ( \varphi ) \; \rightarrow \; \hbar \; [ \frac { 1 } { \lambda _ { n } } z \phi _ { n } ( \varphi ) \right] \; = \; \lambda _ { n } ^ { 2 } \; \; \; \frac { 1 } { \lambda _ { n } } a \phi _ { n }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>653</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25184.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\begin{undefined} { 1 } \\ { ^ { n - ^ { n - 2 } } , { \prime } , . { } , _ { n } ^ { \prime } , \cdots \cdot \infty ^ { \prime \prime } } } \\ { } &amp; { } { { } &amp; { } &amp; { } &amp; { } &amp; { } &amp; { } &amp; { } &amp; {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>654</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4365.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/4365.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ L ( \vec { n } ) , L ( - \vec { n } ) ] _ { c , c . c v e c o r s s } = \frac { d _ { V } ( N - 1 ) } { 1 2 } n ( n ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>655</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36710.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/36710.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { F } ^ { A \Sigma } = F ^ { \Lambda \Sigma } + a _ { 1 } \bar { \psi } ^ { A } \psi ^ { B } L _ { A A } ^ { A A } + a _ { 2 } \bar { \psi } ^ { A } \Gamma _ { a } \chi _ { A B C } L ^ { A A \Sigma C } V ^ { a }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>656</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36743.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I = \int d ^ { D } x \left( \sqrt { e } ^ { \dagger } * e _ { a a } ^ { \mu } * R _ { \mu \nu \, \frac { a } { 6 } } \eta _ { c } ^ { b } * e _ { \epsilon } ^ { \nu c } * e _ { { } ^ { \nu c } } * ~ e</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>657</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80894.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/80894.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { \partial S } { \partial t } + H [ H [ \delta S / \delta f , ] - 4 C P ^ { - 1 / 2 } \sum _ { a , b } \int d x \, \left( K _ { x } ^ { a b } \frac { \delta ^ { 2 } P ^ { 1 / 2 } } { \delta f _ { x } ^ { a } \delta f _ { c } ^ { b } } + \frac { \delta K _ { x } ^ { a b } } { \delta f _ { x } ^ { a } } \frac { \delta P ^ { 1 / 2 } } { \delta f _ { \mu } ^ { b } } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>658</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64770.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>| Z _ { 1 } | _ { 2 { } ^ { 2 } = ( \sqrt { \bar { Q } } ) _ { \phi = \phi _ { _ { } = \sqrt { } = \sqrt { \sqrt {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>659</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71904.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/71904.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\tilde { N } _ { c } = N _ { c } ( | e \Phi \Phi _ { c } = N _ { c } ( |</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>660</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44452.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>G ( S , z ^ { \mu } ) = - \operatorname { l o g } ( \lambda + \bar { S } ) + \frac { \kappa ^ { 2 } } { 2 } \bar { z } ^ { \bar { a } } z ^ { b } + \operatorname { l o g } t | \frac { \kappa ^ { 3 } } { 2 } g ( ^ { a } ) ) ^ { 2 } } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>661</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88932.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>R ^ { a b } = \frac { 1 } { 2 } \mathrm { T r } \left( e ^ { i g \Delta } \sigma ^ { a } e ^ { - i g \Delta } \Delta } { - i</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>662</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96380.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left| \frac { d x } { d \lambda } \right| = { _ { p } ^ { - \frac { x _ { p } + 2 } { 2 - 2 z } } \left[ \begin{undefined} { { { x _ { p } + { - } 2 } H _ { r } ^ { \frac { 1 2 2 } { } { \, } } } - \frac { A _ { { { { } ^ { 2 } } { x ^ { 2 } H _ { \frac { { \prime } } ^ { \frac { n } { N } ( \frac { { { { } } - - ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>663</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26706.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>i ( \gamma _ { q } ) = i \left( \tilde { r } , U ^ { 0 } \, \varepsilon \, b ( \gamma _ { _ { 9 } ) ) ^ { - } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>664</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23676.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\eta _ { 1 } = \operatorname { l n } ( e ^ { - 2 \phi } - 1 ) , \quad ~ ~ ~ ~ a } _ { 2 } = \operatorname { l n } n } { 3 0 - n } { 1 2 } 2 } ^ { - 2 \phi } - \frac { 1 8 - 8 - - 8 - 8 - - 3 0 - 0 - - 2 { 3 0 - 0 - - 3 0 - 8 - 1 - - 3 0 - 0 - - - { 1 8 - 1 - { 3 0 - 0 - - - { 1 8 - 1 } { 3 0 - - - 0 - 1 8 - 1 } { 3 0 - 2 } - \frac { 1 8 - 1 } { 3 0 - 2 - - \frac { 1 8 - 1 8 - 0 - - 2 - - { 1 8 - - 1 { - 0 - - 2 - \frac 1 1 8 - 1 - { 3 0 - 2 - - { 1 1 -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>665</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89358.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/89358.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial \varepsilon ( z , \bar { z } ) = \delta ( z , \bar { z } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>666</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/22133.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\nabla _ { i } \Psi = \nabla _ { i } \Psi = } _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi = \nabla _ { i } \Psi</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>667</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1343.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal L } 7 \bf 7 } \; 0 \; + \; 1 6 \; \; + \; \; 1 { \; { } \; \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>668</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/833.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/833.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } / \alpha ^ { \prime } = \frac { U } { R _ { 5 } f _ { 1 } ^ { 1 / 2 } } ( - d t ^ { 2 } + d x _ { 1 } ^ { 2 } ) + \frac { U f _ { 1 } ^ { 1 / 2 } } { R _ { 5 } } ( d x _ { 2 } ^ { 2 } + \cdots + d x _ { 5 } ^ { 2 } ) + U R _ { 5 } f _ { 1 } ^ { 1 / 2 } \left( \frac { d U ^ { 2 } } { U ^ { 2 } } + d \Omega _ { 3 } ^ { 2 } \right) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>669</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86052.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/86052.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal B } _ { \Sigma } \Theta = 0 \ ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>670</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36517.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal L } _ { f } = i ( \alpha ^ { \prime } p ^ { + } ) \left( \bar { \Theta } \Gamma _ { + } \partial _ { \tau } \Theta + \overline { { \Theta } } \Gamma _ { 1 1 } \Gamma _ { - } \partial _ { \sigma } \Theta + ( + ( { \prime } p ^ { + } ) \overline { { { { } \Gamma _ { + } \tilde { \Omega } \Gamma _ { + } \Gamma _ { + } \Theta } \Theta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>671</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65631.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F ( q , t , r ) \right| _ { r = \mu ( t ) } = \frac { 1 } { 4 } \operatorname { l o g } ( - 2 q ) + \frac { 1 } { 2 } \sum _ { n = 0 } ^ { \infty } c _ { n } ( t ) ( - 2 q ) ^ { n / 2 } \; , ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>672</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/11565.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/11565.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>g ( \tau ) = \frac { A \tau + \beta } { C \tau + D } \, , \qquad A D - B C = 1 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>673</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4719.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/4719.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\tilde { I } _ { n } = - p ^ { 2 n } \frac { M } { 4 \pi } \left( i p + \frac { \mu } { \pi } - \frac { 1 } { \pi } \operatorname { l o g } \left( \frac { \mu + 2 p } { \mu - 2 p } \right) \right) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>674</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93271.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>x = 0 . . . \frac { \pi } { 2 } } , \ \theta = -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>675</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20937.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { \cal } = m \left( \begin{undefined} { 0 } &amp; { { } \\ { 0 } &amp; { 0 } \\ \end{undefined} \right) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>676</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29418.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/29418.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Z _ { m 1 1 } = - \{ X _ { m } , X _ { 1 1 } \} ~ ~ , ~ ~ Z _ { m n } = - \{ X _ { m } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>677</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16287.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/16287.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma ^ { \mu } = \gamma _ { ( 4 ) } ^ { \mu } \otimes 1 , \qquad \gamma ^ { \theta , \phi , \rho } = \gamma _ { ( 4 ) } ^ { 5 } \, \otimes \sigma ^ { { } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>678</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/92631.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/92631.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Pi ^ { \mu } = d x ^ { \mu } + \tilde { \Pi } ^ { \mu } = d x ^ { \mu } + ( 1 / 2 ) ( C \Gamma ^ { \mu } ) _ { \alpha \beta } \theta ^ { \beta } d \theta ^ { \beta } \quad , \quad \mu = 0 , 1 , \ldots , D - 0 - 0 - 0 - D - 0 - 0 . D -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>679</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/76042.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/76042.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>c ^ { 2 } = \dot { x } ^ { \mu } g _ { \mu \nu } \dot { x } ^ { \nu } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>680</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84996.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>P _ { 1 1 } = \Phi ^ { \dagger } &gt; _ { 0 } &gt; _ { 1 1 } \Phi \qquad P _ { 1 2 } = \Phi ^ { 1 } i _ { 1</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>681</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6559.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/6559.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>m \, \dot { x } ^ { 1 } + n \, \dot { x } ^ { 2 } \, \, \, \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>682</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88905.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\alpha C = { \cal F } ( \alpha ( K _ { 0 } ^ { 2 } - K ^ { 2 } ) ) \quad w i w i l h } ~ ~ ~ { \cal F } ( 0 ) = 0 ~ ~ ~ \mathrm { a n d } ~ ~ ~ ~ \cal F } ^ { { \prime ( ( )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>683</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63023.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63023.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { v } = \operatorname { l o g } \ r + \frac { 1 } { 3 } ( t - \hat { t } ) + +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>684</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50386.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int \prod _ { n } d X n ^ { I } d X n ^ { 1 ( } \frac { d k _ { n } } { 2 \pi } \frac { d { d { n } } { 2 \pi } \frac { d q _ { n } } { 2 \pi } \frac { d q _ { n } } { 2 \pi } e ^ { - i k _ { n } X _ { n } ^ { ^ { - } - i { n } X _ { _ { ^ { ^ { - i _ { n } X _ { _ { ^ { ^ { I i i { n } X _ { { } ^ { { ^ { I i i { n } } _ { { _ { { { I { I e ^ { - \sum _ { { n { n ( \frac { ( \frac { x } ^ { 2 } } { } } { { n } } + \frac { + \frac { m } { { 2 } } {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>685</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/36.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma _ { j } { \cal P } _ { j i } = \frac { 4 } { 3 } \{ [ A d \, T ] [ ] [ { \bf } ^ { c } , t _ { { } ^ { c } , , , { j } ] ] ] A d d T ^ { - 1 } } ] \} \}</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>686</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2225.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>| \{ n \} \, } \} _ { M } \otimes \; } \otimes { 1 } | 0 \rangle _ { G }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>687</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/42184.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\alpha ^ { a b } = \frac { 1 } { 2 } F ^ { a } F ^ { b } , \; } , ^ { a b } = \frac { 1 } { 2 } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>688</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32714.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal L } ^ { i n ) } { \mu } \psi _ { 1 } { } _ { A ^ { { ( n ) } ( p , p _ { 1 } , p _ { 2 } ) = \Gamma _ { A ^ { \mu } \varphi _ { 1 } \phi _ { 2 } } ^ { ( n ) } ( p , p _ { 1 } , p _ { 2 } ) - i e ( p _ { 1 } ^ { \mu } - p _ { 2 } ^ { \mu } ) d z _ { e } ^ { ( n ) } ( \xi )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>689</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49441.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\epsilon ( r _ { 1 } n _ { 2 } n k ) = ( a _ { 1 } { } ^ { n } ) ^ { n _ { 2 } } \left( a _ { 2 } ^ { \, \, \, } ) ^ { n _ { 2 } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>690</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47220.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>B _ { i } = \frac { i } { 2 } \, \epsilon _ { i j k } \, } \, { } _ { j k c l }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>691</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18706.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\psi _ { j } ( x ) = \int \frac { d p _ { { } ^ { 1 } } { \sqrt { 4 \pi p _ { j } ^ { 0 } } } \left( a _ { j } ( p ) u _ { j } ( p ) e ^ { - i p _ { j } x } + a _ { j } ^ { \dagger } ( p ) v _ { j } ( p ) e ^ { i p _ { j } } ( p ) e ^ { i p _ { j } j } p ) e ^ { i p _ { j } j } } ) e ^ { i p _ { j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>692</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84817.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/84817.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\zeta \mapsto ( - 1 ) ^ { j - 1 } \frac { i r } { 2 } \sqrt { \xi ^ { 4 } - 2 \operatorname { c o s } ( 2 \theta ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>693</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3983.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ _ { \nu } ( z ) = \sum _ { \sigma = 0 } ^ { } ^ { } \rho \left( } + \left( z +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>694</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26593.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\partial _ { p } ^ { j } p ^ { i } = p ^ { i } \partial _ { p } ^ { j } + g ^ { i j } , \quad \partial _ { p } ^ { j } E = E \partial _ { \mu } ^ { j } - \frac { p p } { } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>695</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64263.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/64263.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = c ^ { 2 } d t ^ { 2 } - a ^ { 2 } ( t ) ( \frac { d r ^ { 2 } } { 1 - k r ^ { 2 } } + r ^ { 2 } d \theta ^ { 2 } + r ^ { 2 } \operatorname { s i n } ^ { 2 } \theta d \phi ^ { 2 } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>696</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61962.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/61962.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Lambda ( \partial ) \phi ( x ; \sigma ) \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>697</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/21671.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>G ( \mu , r ; z _ { 1 } , z _ { 2 } ) = \sum _ { l _ { 1 } , l _ { 2 } = 1 } ^ { \infty } z _ { 1 } ^ { - l l _ { } + + 1 ) } z _ { 2 } ^ { - ( l _ { 2 } + 1 ) } G ( \mu , x l _ { 1 } , l _ { 2 } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>698</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49248.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\phi _ { [ \alpha \beta } ^ { } b _ { \beta } ^ { { } - i ( N - 1 ) ) \partial _ { - } } ^ { i } } _ { \alpha } ^ { { } = = i</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>699</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/14008.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>c ( r ; \lambda ) = \frac { 1 } { 2 s - 8 } \left( r s ^ { 2 } - 4 r s + 8 s + 8 s + 8 s</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>700</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13092.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/13092.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>- \lambda \Phi = - \frac { 1 } { 2 } ( \nabla - i A _ { i } ) ^ { 2 } \Phi + A _ { 0 } \Phi - g | \Phi | \Phi | | \Phi</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>701</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52021.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/52021.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( 1 - x ) ^ { - \alpha } = \sum _ { l = 0 } ^ { \infty } x ^ { l } \frac { \Gamma ( l + \alpha ) } { \Gamma ( \alpha ) ! }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>702</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47450.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/47450.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Sigma \equiv r ^ { 2 } - \alpha ^ { 2 } c o s ^ { 2 } \theta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>703</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79796.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>s = \begin{undefined} { 1 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 2 } \\ \end{undefined} \right) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>704</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/22117.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \alpha ^ { \prime } } 4 \delta M ^ { 2 } \geq - \frac { 1 } { N } \, } { N } } } \left[ ( j ^ { 3 } + n _ { F } ) ^ { 2 } , ( \tilde { \tilde { , ( 3 } + \tilde { n } _ { F } ) ^ { 2 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>705</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44324.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44324.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f ( s , t ) \; = \; \frac { G s } { t } \; \frac { \Gamma \left( 1 - i G s \right) } { \Gamma ( 1 + i G s ) } \left( \frac { 1 } { - t } \right) ^ { - i G }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>706</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1704.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tau \rightarrow - 1 \psi r \; \operatorname { t a x } s { e s n , n \rightarrow n , n \rightarrow n</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>707</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/78332.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/78332.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>K [ H _ { E } , \rho = 1 ] ( \vec { u } \sigma ; \vec { u } _ { 0 } 0 ) = \operatorname { e x p } ( i 4 e ^ { 2 } \sigma / \hbar ) k ^ { a b c } \langle u _ { 1 } \sigma | u _ { 1 0 } 0 \rangle k ^ { s s c } \langle u _ { 2 } \sigma | u | u | u | u | u | u | u | u | u | u | u | u | u | u | u | u | u | u | u | u |</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>708</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8342.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/8342.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Gamma _ { \phi \phi } ^ { r } = - r \qquad \mathrm { a n d } \qquad \Gamma _ { r \phi } ^ { \phi } = \Gamma _ { \phi r } ^ { \phi } = \Gamma _ { \phi r } ^ { \phi } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>709</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68303.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>X _ { \alpha } = \zeta _ { \alpha } ^ { } ^ { _ { \mu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>710</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6571.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\bar { B } _ { \mu \nu } = B _ { \mu \nu } - A _ { \mu } ^ { i } A _ { \nu } ^ { j } B _ { i j } - A _ { [ \mu } ^ { i } ( \overline { { B } } _ { i \nu ] } - A _ { i } ^ { ^ { L \overline { { A } } _ { \nu ] } ] }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>711</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/46297.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/46297.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { B } ( C , t ) | \bar { A } , \vec { E } ; \phi _ { 1 } , \phi _ { 2 } \rangle _ { 0 } \propto | \bar { A } + L _ { 3 } A ^ { A } ( x _ { 1 } , x _ { 2 } ) , \bar { E } ; \phi _ { 1 } + L _ { 3 } \phi _ { 1 } ^ { A } ( x _ { 1 } , x _ { 2 } ) , \phi _ { 2 } \rangle _ { c _ { 3 } } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>712</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/11719.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/11719.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>g ( u ) g ^ { \prime } ( v ) + g ( v ) g ^ { \prime } ( u ) = c \cdot g ( u + g ) u +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>713</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69966.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { 1 } { \mathrm { v o l } } U ( n ) } \int d U = \frac { 1 } { n ! } \int \prod _ { i } \frac { d t _ { i } } { 2 \pi } \Delta ^ { 2 } ( t ) { 2 } ( t ) \</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>714</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53125.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\nabla _ { E ^ { \pm } } ^ { * } F ^ { \pm } } ( t ) = t ( \nabla _ { E ^ { \pm } } \otimes I + + \otimes \pi ^ { * } \nabla _ { F ^ { \pm } } ) + ( 1 - t ) \nabla _ { E ^ { \pm } } ^ { * } F ^ { { } F _ { \pm } } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>715</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3882.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Q _ { \pm } = - \frac { | 2 \alpha \overline { { N _ { \pm } } ^ { { \prime } } } { \langle n \rangle _ { \pm } } e ^ { - 2 2 | ^ { 2 } } { l l } ^ { 2 } \varphi ^ { 2 } } } } { s i n } ^ { 2 } \varphi \left( \operatorname { c o s } ^ { 2 } \varphi \; 2 } \varphi - 2 \alpha | ^ { 2 } \operatorname { s i n } ^ { 2 } \varphi } \pm \operatorname { c o s } ( | \alpha | ^ { 2 } \operatorname { s i n } 2 \varphi + 2 \psi ) \right) \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>716</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/83691.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/83691.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>V \sim \frac { 1 } { 1 6 6 ^ { 4 } } c _ { + } \left( 1 + e ^ { 4 \sigma } \right) - A ( e ^ { \sigma } - 1 ) ^ { - - }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>717</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1815.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/1815.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sigma _ { x x } ^ { a } = \hbar e ^ { 2 } \Phi _ { 0 } ^ { 2 } \Gamma \sqrt { p ^ { 2 } } = \operatorname* { l i m } _ { \omega \rightarrow 0 } \left( \frac { e ^ { 2 } \Phi _ { 0 } ^ { 2 } } { i \omega } \right) = C \frac { e ^ { 2 } } { h }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>718</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25626.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\{ C \left( \xi \right) C ^ { + } \left( \xi ^ { \prime } \right) \right\} = C \left( \xi \right) \, C ^ { + } \left( \xi ^ { \prime } \right) + C ^ { + } \, Q ^ { \prime } \right) C \left( \xi \right) = \delta _ { { ^ { \prime } } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>719</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5321.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/5321.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>e \cdot g = g \cdot e ^ { { } e e ^ { } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>720</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20842.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/20842.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta _ { 3 } A _ { \mu } = [ D _ { \mu } , [ A _ { \nu } , [ A _ { p } , L _ { p } , L _ { p } , L _ { p } , L _ { p } , L _ { p } , L _ { p } , L _ { p } , L _ { p } , L _ { p } , L _ { p } , L _ { p } , L _ { p } , L</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>721</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/27272.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/27272.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\mu ^ { i j } = - \frac { Q } { 2 } ( i \bar { \epsilon } _ { + } \gamma _ { 0 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>722</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37790.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>z = \frac { 1 + { { 1 } { { 2 } } } } ^ { 2 } } { 1 - \frac { 1 } { 4 } h ^ { 2 } \bar { { 2 } { 2 } } , \qquad 2 } } } , + { 1 + } { 4 } 4 4 } 4</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>723</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12509.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/12509.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sum _ { \alpha } \sum _ { I = 1 } ^ { n } \int _ { \Sigma } d \mu _ { C } \, | w _ { r } ^ { I } \rangle X _ { r } \rangle</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>724</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96229.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>L = \frac { 1 } { 2 } S p ( G ^ { - 1 } d G ) _ { k } ( G ^ { - 1 } d } d</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>725</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55679.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/55679.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\psi _ { R } = \frac { 1 \pm } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>726</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6546.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal S } _ { B H } = S _ { B H } - \frac { 1 } { 2 } } } l n } B _ { B H } + } { 2 } { 2 } { 2 } } { B _ { B H } + } { 2 } { 2 } \mathrm { { 2 } } \mathrm { + \frac } 1 } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>727</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64063.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/64063.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta \varphi _ { ( k ) } = - i f ( k ) \psi _ { ( k ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>728</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90801.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\zeta _ { c \cal { \prime } ( x , x } ) = } ) = } ^ { \prime } _ { } } ( x , , ^ { \prime } } , x _ { \prime } , } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>729</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/42054.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/42054.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Phi = i \bar { c } \left( \frac { 1 } { 2 } p \sigma - \partial _ { i } a _ { i } \right) + \bar { f }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>730</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/45665.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int _ { - \infty } ^ { \infty } d x \frac { \operatorname { c o s } k _ { y } x } { \operatorname { c o s h } ^ { 2 } ( x / 2 ) } = \frac { 4 k _ { y } y { k _ { i n h } ( k _ { 0 } h } ( k _ { 0 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>731</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43260.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/43260.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>j _ { 1 \times 2 } ( \mu ) = j _ { 1 } ( \rho ) j _ { 2 } ( \mu ) \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>732</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55137.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/55137.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>F = Q \operatorname { s i n } \theta d \theta \wedge d \phi</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>733</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5905.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>X ^ { 1 } = \frac { r \operatorname { c o s } \theta } { | 1 - H ^ { 2 } r ^ { 2 } | } e ^ { - - - ^ { -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>734</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63131.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63131.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A _ { 2 m - 1 } = B _ { 2 m - 1 - 1 n } - B _ { 2 n 2 n \, 2 m - 1 } , _ { 2 m - 1 n } = B _ { 2 m - 1 - 1 } + + B _ { 2 n } + B _ { 2 n } + B _ { 2 n } + B _ { 2 n } n B _ { 2 n }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>735</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20634.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>W _ { d i d i v , s f } ( \beta ) = - \frac { 1 } { 3 2 \pi ^ { 2 } \epsilon } \left[ - m ^ { 2 } a _ { \beta , 1 } + } +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>736</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/21158.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/21158.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sqrt { \frac { i + \epsilon ^ { \prime } } { 2 \pi \sigma ^ { 2 } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>737</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89874.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Lambda = \left[ \begin{undefined} { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } \\ { 0 } &amp; { 0 } &amp; { 0 } \\ { 0 } \\ \end{undefined} \right] , \\ \end{undefined} \; , \; \; \; \; = i i i \; { - n } ^ { n } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>738</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/76653.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>8 \partial _ { m } \phi = J _ { m } ^ { n } { n } { n } } _ { m } \phi = }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>739</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/74070.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( \nabla _ { \mu } \nabla _ { \nu } t ) = + 2 \frac { | | a _ { \alpha } | | } { N } \, \left\{ [ n _ { \omega } ] _ { [ \mu } \, [ _ { { } ] _ { { \nu } + O ( N ) ) \, )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>740</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30309.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/30309.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>a d \, ( w ) \, , \varphi \neq 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>741</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88146.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>[ \hbar \partial _ { t } \rho = W _ { - } {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>742</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4878.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>G _ { \mu \nu } \equiv \nu } \equiv \mu } { \mu } ^ { M } \delta _ { \nu } ^ { _ { M N } M N } \right| _ { } = 0 } } 0 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>743</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/46603.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>&lt; \vec { r } \mid \psi &gt; &gt; \frac { { \frac { \pi { c x a } a } } { \longrightarrow } \; e ^ { i k t \operatorname { c o s } \theta } + \frac { f _ { 1 } \left( \theta , k } { \sqrt { r } } \frac { r } { \sqrt { r } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>744</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90152.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>R _ { f } ^ { - } ( \hat { k } ) = K _ { \bar { f } } ^ { - } ( \hat { k } ) _ { \mathrm { d a a s s } } \left[ 1 - \frac { i \beta ^ { 2 } } { 1 6 \pi } \operatorname { s i n h } \theta \left( \frac { 1 } { \operatorname { c o s h } \theta + 1 } - \frac { 1 } { \operatorname { c o s h } \theta } \right) + \frac { i \beta ^ { 2 } } { 8 \pi } \frac { \theta } { \operatorname { c o s h } \theta } \right) + \frac { i \beta ^ { 2 } } { 8 \pi } \frac { \theta } { \operatorname { c o s h } \theta } \right) + \frac { i \beta ^ { 2 } } { 8 \pi } \frac { \theta } { \operatorname { c o s h } \theta } \right) + \frac { i \beta ^ { 2 } } { 8</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>745</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5104.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \partial } { \partial t } c \right| _ { _ { { \prime } = y _ { t } ^ { * } } = \frac { \partial } { \partial t } b = \frac { \partial } { \partial t } b =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>746</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95333.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( \partial _ { z } + 2 k ) \right| _ { z = 0 ^ { + } } h _ { \mu \nu } = = - \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>747</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32816.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H _ { i { } | m _ { 1 } , \cdots , m _ { n } \rangle = \sum _ { j = 1 } ^ { n } \left( m _ { j } + \frac { 1 } { 2 } \right) | m _ { 1 } , \ldots , m _ { n } \rangle , \qquad m _ { j } = 0 , 1 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>748</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19384.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/19384.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta ( \phi ) D ( \frac { \phi } { x } ) = \sum _ { i = 1 } ^ { 1 } \beta _ { i } \eta _ { i } \delta ( x - z _ { i } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>749</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58294.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Q _ { T _ { 1 } , { _ { 3 } } ^ { M a u u d l l } = \int _ { V _ { 8 } } * _ { s } j _ { D 2 } ^ { N a a s u l l l } = \frac { T _ { F 1 } } { 2 } \left( 1 - \operatorname { c o s } \theta _ { 0 } \; \; + { _ { 2 } s } 2 } } \, f u f i u x ~ a b o b b b b o w ~ b m ~ b m ~ b m ~ b m ~ b m ~ b m ~ b m ~ b m ~ b m ~ b m ~ b m ~ b m ~ b m ~ b m ~ b m ~ b m ~ b b ~ b b ~ b b ~ b b ~ b b ~ b b ~ b b ~ b b ~ b b ~ b b ~ b b ~ b b ~ b b ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>750</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23512.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int d t \, \mathrm { T r } [ \lambda \omega ^ { - 1 } ( \partial _ { 0 } + B _ { 0 } ) \omega ( {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>751</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25997.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\omega ( B ( f ) ^ { * } B ( g ) ) = \langle f , , {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>752</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94908.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Z = \operatorname { e x p } \left( \sum g _ { - } ^ { - \lambda }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>753</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/17463.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/17463.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal L } = - \frac { 1 } { 4 } F ^ { a b } F _ { a b } + \frac { \omega ^ { 2 } } { 2 } A ^ { a } A _ { a }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>754</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20576.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/20576.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>2 \left( \frac { q ^ { 2 } } { m _ { F } ^ { 2 } } \right) \sim \frac { \pi } { N \operatorname { l n } \sqrt { \frac { g ^ { 2 } } { m _ { p } ^ { 2 } } } } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>755</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/46551.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/46551.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>B _ { i } \rightarrow t _ { l } B _ { k } ; ~ ~ ~ I \rightarrow I t _ { r } ; ~ ~ ~ J \rightarrow t _ { 1 } t _ { 2 } t _ { v } ^ { - 1 } J</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>756</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19803.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal G } [ \Phi ] [ t , x ; x } ; x ^ { \prime } \right) = \delta ( } ^ { \prime } \prime } ) \, \delta ^ { ( ) \prime } ) { ( x ^ { \prime } ) \left( F ^ { \prime } [ \Phi ( t , x ) ] \right) ^ { 2 } = \delta ( t - t ^ { \prime } ) \, } ) \, g [ [ ] ( x ] ( x x { \prime } ] ( x ) ( x ) ) x ) ) x ) ) x ) ) x ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>757</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/21090.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta _ { \delta } \Phi ^ { \alpha _ { 0 } } = Z _ { \; \; \; \; \; { 1 } } ^ { { \; \; \; } } \epsilon ^ { A _ { A } } ^ { A A { A } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>758</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85238.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/85238.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d * \hat { F } _ { 5 } - \frac { i } { 2 } \, G _ { 3 } \wedge \bar { G } _ { 3 } \, + 2 \, \kappa ^ { 2 } \frac { \delta { \cal L } _ { b } } { \delta C _ { 4 } } = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>759</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69430.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/69430.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H ^ { 2 } = \frac { 8 \pi } { 3 M _ { p } ^ { 2 } } V ( \rho ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>760</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30219.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>[ a _ { n } , a _ { m } ^ { + } ] = \delta _ { n } ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>761</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47809.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Q ( \alpha - \tilde { \alpha } ) : = - \frac { S - \bar { S } } { 2 } + \frac { M - \bar { M } } { R ^ { ^ { } \in } \in { { { R } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>762</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38412.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/38412.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>L _ { 0 } ^ { R } = L _ { 0 } ^ { N S } - J _ { 3 } ^ { 0 , N }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>763</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43178.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I m g _ { n } = \frac { 2 a _ { n } t _ { n } } { \left[ t _ { n } ^ { 2 } - \omega _ { n } ^ { 2 } + 1 / 4 l ^ { 2 } } ; \quad \omega _ { n } ^ { 2 } \leq</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>764</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77400.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/77400.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Phi = \frac { 1 } { \lambda } X ^ { 4 } \ \ , \ \ \lambda = \lambda =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>765</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55578.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal M } ^ { P } = G r ^ { P } / O \cal O } } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>766</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24113.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta \delta \delta _ { \delta } ^ { \beta } = - \frac 1 4 \hat { C } _ { \gamma \delta } ( \hat { C } ^ { - 1 } ) ^ { \alpha \beta } - \frac \beta } - \frac 4 } ( { 4 } ( \hat { C } \tilde { A } ) _ { } ) _ { \alpha \delta } ( ^ { A } \hat { A } \hat { - 1 } ) ^ { \alpha \beta } - \frac \beta } - { 2 } ( \hat { C } \hat { C } \hat { A B _ { A { } ) _ { \gamma { S } ^ { A B } \hat { C } ^ { - 1 } ) ^ { \alpha \beta } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>767</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66421.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/66421.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { \varepsilon } ( x ^ { 1 } , y ^ { 2 } ) = \hat { \varepsilon } ( x , y )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>768</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/40232.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/40232.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = e ^ { - 2 \nu | y } \hat { g } _ { \mu \nu } d x ^ { \mu } d x ^ { \nu } + d y ^ { 2 } + e ^ { - 2 V ( y ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>769</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/11468.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S = \int d ^ { 4 } x \sqrt { | g _ { 4 } | } \left[ e ^ { - \bar { \left( R + ( \nabla \Phi ) ^ { 2 } - 6 ( \nabla \beta ) ^ { 2 } - \frac { 1 } { 2 } e ^ { 2 \Phi } ( \nabla \sigma ) ^ { 2 } \right) - \frac { 1 } { 2 } Q ^ { 2 } ( \nabla \sigma ) ^ { 2 } \right) - \frac { 1 } { 2 } Q ^ { 2 } ( \nabla \sigma ) ^ { 2 } \right) - \frac { 1 } { 2 } Q ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>770</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15989.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15989.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal Z } = \frac { 1 } { 2 } \partial _ { \mu } \phi \partial _ { \mu } \phi + \frac { 1 } { 2 } m ^ { 2 } \phi ^ { 2 } + \frac { 1 } { 2 } V ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>771</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96314.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { C S } ( A ) = \frac 1 2 } { 2 } } } t } x d ^ { 3 } x } \left( A _ { \mu } \partial _ { \nu } A _ { { } + A _ { \rho } + { \frac { 2 } { 3 } } g A _ { \mu } A _ { \nu } A _ { \rho } \right) \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>772</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50438.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/50438.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A \left( T _ { 1 } , T _ { 2 } , T _ { 3 } \right) = Z _ { T _ { 1 } } \star ( Z _ { T _ { 2 } } * Z _ { T _ { 3 } } ) - ( Z _ { T _ { 1 } } * Z _ { T _ { 2 } } ) * *</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>773</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/17509.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/17509.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>e ^ { - \frac { 2 \pi a + h } { \hbar } } = e ^ { - 1 } e ^ { - \frac { i a \tau } { h } } \sim e ^ { - \frac { a ^ { \prime } r a } { 2 \hbar } } \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>774</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/493.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { Y M } = - \frac { 1 } { 4 e ^ { 2 } } \int _ { \cal { } d ^ { 2 } x \sqrt { g } g ^ { a c } g ^ { b { b \mathrm { T r } ( F F F F _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>775</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/57757.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/57757.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal F } ^ { A B } = ( R ^ { A B } + k B ^ { A B } , \ D B ^ { A B } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>776</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7717.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/7717.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\vec { r } _ { i } = ( t _ { i } \operatorname { c o s } \theta _ { i } , t _ { i } \operatorname { s i n } \theta _ { i } ) , \qquad i = 1 , 2 , 3 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>777</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/31058.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T _ { p \mu } ^ { s , \theta } : = t r ( \frac { 1 } { 2 } \{ \Pi _ { \mu \nu } , F _ { \mu } ^ { ~ ~ } } - g _ { { \mu } { \cal L } _ { { n n } ^ { \theta } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>778</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1388.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/1388.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma _ { D } = ( 3 - D ) { \frac { \pi } { 4 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>779</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63321.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\eta _ { 1 } ( \beta \sqrt { - \Delta } ) = \frac { 2 \sqrt { \pi } } { \beta } \int _ { 0 } ^ { \infty } \frac { d s } { s ^ { 3 / 2 } } \; e ^ { - s m } \, s m } - s m \Delta ) - 1 } { s \Delta } , ~ - 1 } { s \Delta } } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>780</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30402.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/30402.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>T _ { 2 } = - \oint d x _ { k } a _ { k } = N \int _ { - \infty } ^ { \infty } N \operatorname { c o s } \pi / N \frac { d t } { d x } d x = - N ^ { 3 } \operatorname { s i n } 2 \pi h N N</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>781</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9708.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left\langle \operatorname { e x p } \left( \int { \cal O } \Phi \right) \right) = \left\langle \operatorname { e x p } \left( \int ( { \cal O } + \delta \theta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>782</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84614.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/84614.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A = \frac { e ^ { a } } { 2 l } \Gamma _ { a } + \frac { 1 } { 2 } \omega ^ { a b }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>783</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/17336.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/17336.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>V ( \lambda r _ { 0 } , g _ { 0 } , a ) = \lambda ^ { - 1 } V ( r _ { 0 } , \bar { y } _ { 0 } ( \lambda ) , a ) , a , a \lambda ) , a</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>784</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100598.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>R _ { 1 2 } ( u - v ) Z _ { 2 2 } ^ { - 1 } L _ { 1 } ( u ) \tilde { Z } _ { 2 1 } L _ { 2 } ( v ) = Z _ { 1 2 } ^ { - } } _ { 2 2 ( ( ) ) \tilde { Z } _ { 1 2 } L _ { 1 ( ( ) R _ { 1 2 } ( ( - v ) ) \leq f &gt;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>785</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88340.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left\{ \gamma _ { a } , \, \gamma _ { b } \} = 2 \delta _ { a b } I _ { m } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>786</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86606.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/86606.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>R _ { \mu } ( x ) = \Phi _ { \mu } ( \xi ) \sim \frac { \sqrt { \operatorname { s i n h } \pi \mu } } { 2 \pi } \left\{ \Gamma ( i \mu ) \left( \frac { m \alpha _ { + } } { 2 } \right) ^ { - \mu \mu } + \Gamma ( - i \mu ) \left( - \frac { m x _ { - } } { 2 } \right) ^ { \epsilon \mu } \right) ^ { x \in } , \quad x _ { \pm }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>787</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88356.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Gamma _ { 2 } \; = \; - ~ \frac { Q ^ { 5 } } { \Delta ^ { 5 } } \frac { v ^ { 2 } ( \alpha - 1 , \alpha - 1 \alpha - 1 1 ) - 1 ) \alpha - 1 ) ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>788</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60947.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/60947.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\rho ( u ) = \varphi ( u | 2 \omega _ { 1 } , 2 \omega _ { 3 } ) = \rho ( u | 1 g _ { 2 } , g _ { 3 } \} ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>789</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5688.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S ( x _ { \sigma ( 1 ) } , ) } , _ { \alpha ( n ) } ) = S ( x _ { 1 } , . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>790</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15697.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\overline { { \eta } } _ { ( u ) N } \tilde { \eta } _ { ( s ) M } = \delta _ { N } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>791</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96848.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96848.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\psi _ { p } ^ { \alpha } : \; - \frac { N _ { f } - N _ { c } - N _ { c } } { N _ { f } - N _ { c } - N _ { c } - N _ { c } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>792</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101852.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/101852.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>t ( r ) = \int _ { \infty } ^ { r } \frac { E \, d r } { \lambda ( r ) \sqrt { E ^ { 2 } - m ^ { 2 } \lambda } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>793</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15006.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15006.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>t ^ { 1 } = \frac { i } { 2 } \sigma ^ { 1 } , \; \; \; \; \; t ^ { 2 } = - \frac { i } { 2 } \sigma ^ { 3 } , \; \; \; \; \; t ^ { 3 } \; =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>794</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60410.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/60410.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\vec { \alpha } _ { N } ( \theta _ { i } , \phi _ { i } ) = - \beta _ { N } ( \theta _ { i } ^ { \prime } , \phi _ { i } ^ { \prime } ) = - \frac { 1 } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>795</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29963.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>n _ { F } ( m _ { F } ) = \frac { 1 } { e ^ { \beta m _ { F } } e</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>796</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9377.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>j ^ { i j } = L ^ { i } \tilde { D } L ^ { j } - L ^ { j } \hat { D } L ^ { i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>797</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/81281.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/81281.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\tilde { Q } \rightarrow \tilde { Q } M _ { Q } = \tilde { Q } + ( \tilde { Q } \; \; Q</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>798</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96655.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96655.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal A } = \frac { \hat { \mu } ^ { 2 } } { 4 } ( \operatorname { c o s h } v - \operatorname { c o s h } 2 v ) \int d t \Delta _ { 3 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>799</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94251.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal D } _ { R } = - { \cal C } ( s , h _ { L , R } ) \operatorname { s i n h } \left( { \frac { p _ { + } } { 2 T _ { L } } } + p _ { - } } { 2 T _ { R } } \right) } } } \right) | \rho \left( h _ { L } + { \frac { i \rho _ { + } } { 2 \pi T _ { L } } } \right) \Gamma \left( h _ { R } + { \frac { i p _ { - } } { 2 \pi T _ { R } } } \right) ^ { 2 } } ^ { 2 } } \; { 2 } \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>800</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49626.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/49626.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sigma _ { \mathrm { a b S } } = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>801</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51959.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal H } = \left\{ R _ { \mu \nu } , { { { } _ { \mu \nu } \nu } ^ { \mu } { } _ { \mu \nu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>802</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38361.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { 1 } { V } W = \frac { 1 } { 8 \pi } \left( M ^ { 2 } - \mu ^ { 2 } \operatorname { l n } ( M ^ { 2 } / a ^ { 2 } ) - 8 \pi \frac { \alpha _ { R } } { \beta ^ { 2 } } \left( \frac { M ^ { 2 } } { a ^ { 2 } } \right) ^ { \beta ^ { 2 } / 8 r } } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>803</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23453.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/23453.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>U ( i ) ^ { 1 } U ( i + 1 ) ^ { 2 } = U ( i + 1 ) ^ { 2 } R ^ { - 1 } U</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>804</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71303.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Z _ { \mathrm { S M M } } ( D = 1 ) = \nu { s { - s } - s } \, \int } Y D } Y \, e x p } \left[ - N \, \mathrm { T r } T r } l n } } n } } Y \, + \, \, { \lambda ^ { 2 } } { 2 } } ^ { 2 } \right) \right] ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>805</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/83285.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V _ { T } ^ { G } ( } ( z ) = : \left( \prod _ { a = 1 } ^ { m } \frac { i } { ( n _ { a } - 1 ) ! } \frac { a ^ { n _ { a } } } { d z ^ { n _ { a } } } C ^ { i _ { a } } ( z ) \right) e ^ { i \lambda _ { 0 } C ( y ) } :</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>806</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36569.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = ( \frac { J ^ { 2 } } { 4 r ^ { 2 } } - \Delta ) d t ^ { 2 } + \frac { d r ^ { 2 } } { \Delta } - J d t d r + t d r + }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>807</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7844.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S = \frac { 1 } { 2 \kappa ^ { 2 } } \int d ^ { 4 } x \sqrt { - g } \left( R + \frac { 1 } { 6 m ^ { 2 } } R ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>808</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35433.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/35433.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>G ^ { c } ( p ) = &lt; 0 | T \{ \operatorname { e x p } [ i e \int _ { y } ^ { x } d x _ { x t } ^ { 1 } \, A ^ { \mu ( 0 ) } ( x ^ { \prime } ) ] \} | 0 &gt; \, S _ { F } ( p ) \ ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>809</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2569.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\bar { q } _ { c } ^ { ( e b ) } ( r ) = \frac { 1 } { 4 \pi ^ { 2 } b ^ { 4 } } \sum _ { m = 0 } ^ { \infty } { } ^ { \infty } \int _ { 0 } ^ { \infty } d 1 } z ^ { = 0 } ^ { 1 } z ^ { 3 } \tilde { \Omega } _ { \mu _ { m } } ^ { c } ( \sigma , z ) F _ { \lambda } ^ { ( c } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>810</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9007.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\chi ( r ) \rightarrow a _ { 0 } e ^ { - r n L } + \cdots ; \qquad \alpha ( r ) \rightarrow \frac { 2 } { 3 } a _ { 0 } ^ { 2 } \frac { r } { L } e ^ { - 2 / 2 L } + \frac { a _ { 1 } } { \sqrt { 6 } } e ^ { - 2 s / L } + \frac { a _ { 1 } } { \sqrt {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>811</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99414.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/99414.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( x | y ) = g _ { \mu \nu } \xi ^ { a } \zeta ^ { \nu } = ( \xi = (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>812</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1557.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/1557.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta U = \int \partial ^ { \alpha } J _ { \alpha } ^ { ( q h o s t t } ) d ^ { 2 } x = 3 g -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>813</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/27681.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>G _ { 0 0 } = - 1 \; \; , \; \; G _ { z \bar { z } } = ( \partial _ { z } Z ^ { m } ) ( \overline { { \partial _ { z } } Z } _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>814</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98394.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/98394.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sigma _ { b c } ^ { b } \equiv \alpha _ { b c } ^ { b } - P _ { b c } ^ { b } = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>815</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3857.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/3857.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\psi ( z ) = \frac { 1 } { \sqrt { 2 \pi } } \int _ { 0 } ^ { \infty } d t d t _ { q } ( t )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>816</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93981.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/93981.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S = \frac { 1 } { 2 \pi \alpha ^ { \prime } } \int d Z d \bar { Z } ( \eta _ { \mu \nu } + B _ { \mu \nu } ) \bar { D } X ^ { \nu } ( Z , \bar { Z } ) D X ^ { \nu } ( Z , \bar { Z } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>817</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90974.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/90974.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { d p _ { T } } { d r } = - 4 A ^ { \prime } ( \rho + p ) ^ { \prime } ( \rho + p )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>818</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72199.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/72199.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>0 = 3 \sigma _ { 1 } + 2 \left( \sigma _ { 2 } + \mu _ { 3 } + \sigma _ { 4 } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>819</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/73576.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>X _ { j , \mu , \beta } ( \Omega ) = \left[ \int _ { 0 } ^ { \tau } d t \; d t _ { j , \alpha , \theta } ^ { A } ( x , t ) ^ { \dagger } x \, \Phi _ { j , { j , } ^ { A } ( x , t ) , t ) \} \operatorname { } x p } i C</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>820</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35463.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/35463.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta ^ { ( 4 ) } ( \pm k _ { 4 } \dot { + } ( - p ) + p ^ { \prime } { 4 } ) \sim \delta ^ { ( 4 ) } ( p ) ( p</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>821</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66882.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { E H } = S _ { C S } + B _ { C S } ^ { ( c { } + B _ { C } ^ { ( ( ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>822</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80377.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/80377.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>C ( t ) = - \int _ { 0 } ^ { \infty } x ^ { \prime } V _ { \theta } ( x ^ { \prime } ) \phi _ { o } ( \mathrm { t t } ; 0 , x ^ { \prime } ) d x ^ { \prime } + O ( \frac { 1 } { t }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>823</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79696.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { 4 } ^ { \prime } ( \phi _ { s } ) = \left\langle S _ { 4 } ( \Phi _ { s } , \phi _ { f } ) \Bigr } ) a f } + \frac { 1 } { 2 } \left( } \left( _ { 4 } ^ { 2 } ( \phi _ { s } , \phi _ { f } ) \right\rangle _ { a l } - \left\langle S _ { 4 } ( \phi _ { s } , \phi _ { f } ) ) _ { c f } ^ { 2 } \right) + ~ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>824</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61880.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\mathrm { ~ ~ ~ ~ ~ A A \} } \rightarrow { { ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ 1 } } { { ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>825</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/278.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta _ { p } F _ { D } ^ { 1 } = \delta _ { \rho } { \cal F } _ { D } ^ { 0 } - \alpha \partial \oint d \hat { s } ( \xi ) \rho ( \xi ) \partial _ { \tilde { \hat { G } _ { D } ( D } ( ^ { \prime } ) + ( \alpha ^ { 2 } - \alpha Q ) \alpha Q )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>826</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26834.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26834.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>C ( p ) \, \equiv \, 2 P _ { L } p _ { L } - ( m _ { 1 } ^ { 2 } - m _ { 2 } ^ { 2 } ) \, \simeq</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>827</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30761.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta _ { \omega } ^ { \mathrm { u x a l l } } q = 2 i { { \omega } ( q ) q )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>828</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47982.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/47982.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>W _ { \alpha } ^ { a } = - i \lambda _ { \alpha } ^ { a } - \frac { i } { 2 } ( \sigma ^ { \mu } \bar { \sigma } ^ { \nu } ) _ { \alpha } ^ { \beta } F _ { \mu \nu } ^ { a } \theta _ { \beta } +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>829</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25284.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/25284.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta \phi _ { ( p ) } ^ { \perp } = h _ { p } ( y ) ^ { - 1 / 4 } \, \delta \tilde { \phi } _ { ( p ) } ^ { \pm } \quad ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>830</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7081.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/7081.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>N o r m ( n _ { 1 } n _ { 2 } n k ) = ( e ( n _ { 1 } n _ { 2 } n k ) , e ) , _ { 1 } n _ { 2 } n _ { 2 } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>831</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23206.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/23206.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Gamma _ { \mu \nu \lambda } ( k _ { 1 } , k _ { 2 } , q ) = g _ { \mu \nu } ( k _ { 1 } - k _ { 2 } ) _ { \lambda } + g _ { \nu \lambda } ( k _ { 2 } + q ) _ { \mu } - g _ { \lambda \mu } ( k _ { 1 } + q ) _ { \nu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>832</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93795.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/93795.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>j = \frac { 3 ^ { 6 } S ^ { 3 } } { \pi ^ { 1 2 } } \frac { G _ { 4 } ^ { 3 } } { \Delta }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>833</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58623.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/58623.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>F ( \alpha , \beta , \gamma ; z )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>834</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24019.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/24019.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>L \; = \; \int d ^ { d } x \; \frac { 1 } { g ^ { 2 } } F ^ { 2 } F ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>835</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102086.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102086.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Omega _ { s } = - d x ^ { a } \wedge d p _ { a } + \Omega _ { m } \qquad \Omega _ { m } = \frac { s } { 2 } \frac { \epsilon ^ { a b c } p _ { a } d p _ { b } \wedge d p _ { b } } { ( - p ^ { 2 } ) ^ { 3 / 2 } } \qquad ( p p )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>836</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12970.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = ( 1 + 2 \Phi ) \, d t ^ { 2 } - a ^ { 2 } ( t ) \, \left[ ( 1 - 2 \Phi ) \, \delta _ { i j } d x ^ { i } \, d \, d</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>837</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12037.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/12037.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sqrt { 2 } A = a _ { 0 } t _ { 1 } \; d t + a _ { 1 } t _ { 1 } \, d r + \{ w _ { 2 } \, t _ { 2 } - ( 1 - w ) \, t _ { 3 } \} \, d \theta + 4 ( 1 - w ) \, t _ { 2 } + \bar { w } \, t _ { 3 } \} \operatorname { s i n } \theta \, d \phi ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>838</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71637.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/71637.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sum _ { A = 2 } ^ { m } \frac { \partial \phi ^ { a } } { \partial v ^ { A } } f _ { t } ^ { A } = -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>839</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/17991.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\sum _ { ( _ { 1 ^ { { e } } ^ { ( } \bf x } _ { - { { 1 } } ^ { } } ^ { * } { } { 2 ^ { - } ) } { { x ^ { - { x ^ { - n ^ { { } n ^ { \prime } , k - \pi i n C _ { i } ^ { \prime } ( 1 + \prime } ( 1 + 2 } ) ) } \\ { ) ) } - { z ^ { - \leq ^ { 2 } ( k k - m ( t - 3 ) / 6 } \zeta _ { I 1 } ( 1 + 0 ( ( ^ { 2 } ) ) } &amp; { m &gt; } \\ \end{undefined} \right.</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>840</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/78025.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/78025.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ G _ { B } , B ^ { \alpha } ] = i \hbar B ^ { \alpha } , \; \; [ G _ { B } , \; \; [ G _ { B } , \; \; [ G</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>841</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60311.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/60311.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Q = \int e [ c ^ { * } ( { \bf k } ) c ( d ^ { * } ( k ) d ( k ) { \bf k } ) \bf ( { \bf k } ) ]</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>842</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/40519.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>&lt; a _ { i } &gt; \sigma _ { i ^ { 2 } } &gt; { { - { } \Lambda } ^ { w ^ { d - 1 } { } \frac { x ^ { x ^ { { \sqrt { x ^ { 2 N } - \Lambda ^ { 2 } / 2</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>843</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19023.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Z _ { L } ^ { ( n ) } ( i q _ { N _ { s } } \} ) = \tilde { Z } ^ { ( n ) } ( \{ q _ { \Lambda _ { s } } ) , L ) H ( \{ q _ { N _ { s } } \} ) \prod _ { s = 1 } ^ { n } \frac { ( - 1 ) ^ { 2 l _ { 1 } + 2 } + 2 i _ { s _ { s } } 1 \delta ^ { 2 { { 2 _ { { r { } Z ^ { ( i ) } ( k _ { s } ) s } { 1 ) } ( k _ { s } ) s } { 1 s } ) k _ { s { s } ^ { ( s - 2 ) / 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>844</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68290.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Z _ { m } ^ { a \, [ k ] } \, = \, \frac { \partial v _ { m } ^ { { { { l } } } } { \partial \gamma ^ { [ k ] } } } } } \, + \, { \cal _ { m } ^ { ^ { \mathrm { e } \Lambda ^ { a } a }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>845</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44385.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44385.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\operatorname { l n } f _ { l } ( i k ) - \operatorname { l n } f _ { l } ^ { a s } ( i k ) \; = \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>846</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/31010.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/31010.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>q _ { n , i _ { n } } = \dot { q } _ { n , i _ { n } - 1 } \; , \; \; l _ { n } = 1 , 2 , \cdots , m _ { n }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>847</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67122.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/67122.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\tilde { a } _ { \beta } ( \lambda ) = ( 1 \otimes \varphi _ { \lambda } ) \, r ( \lambda ) \, ( \varphi _ { \lambda } ^ { - 1 } \otimes 1 ) \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>848</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86836.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/86836.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi ( t , x ) = \phi _ { i n } ( t , x ) + \frac { \gamma } { \Omega _ { m } } \int ^ { t } e ^ { - \gamma ( t - t ^ { \prime } ) } \operatorname { s i n } ( \Omega _ { m } ( t - t ^ { \prime } ) ) \dot { \phi } _ { i n } ( t ^ { \prime } , 0 ) d t d t</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>849</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/74528.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/74528.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>T _ { 0 } ( x ) = \varphi ( x ) T _ { 0 } ( x , \{ d _ { i } ( \beta ) + \eta ( \beta , N , M ) \} ) \ ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>850</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9927.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Gamma ^ { 2 } = - i _ { \theta i m } _ { \theta \rightarrow 2 i \pi 3 } ( \theta - \frac { 2 \pi i } { 3 } ) \, B ( \theta ) = 2 \, \sqrt { 3 } \, \frac { ( c + 1 ) ( 1 + 2 c ) } { ( c - 1 ) ( 1 - 2 c ) } \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>851</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/73414.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/73414.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\tilde { A } + 3 A + 6 \alpha A ^ { 2 } = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>852</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68755.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>: X ^ { \mu } ( z _ { 1 } , \overline { { z } } _ { 1 } ) X ^ { \nu } ( z _ { 2 } , \overline { { z _ { 2 } ) : ) : = ^ { \mu } ( z _ { 1 } , } , \overline { { z } } _ { 1 } ) X ^ { \nu } ( z _ { 2 } , \overline { { z } } _ { 2 } ) - G ^ { \mu \nu } \left( z _ { 1 } , \overline { { z } } _ { 1 } { 1 } { 2 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>853</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72488.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T ^ { 0 0 } = \Sigma _ { n } \frac { m _ { n } } { \sqrt { g } } ( 1 + \alpha \operatorname { l n } ( \Lambda r ) ) \left( U _ { n } ^ { ^ { \right) ^ { 2 } \delta ^ { 4 } ( x - x _ { n } ( \tau _ { n } ) ) d \tau d \tau {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>854</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101844.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>- \frac { 1 } { 8 } f _ { 1 } f _ { 2 } \frac { ( - G ) } { ( - G _ { 5 } ) ^ { 2 } } \epsilon _ { p \epsilon _ { p _ { \lambda \sigma } \partial _ { \rho } \xi G _ { 5 } ^ { \mu \nu } \bar { H } ^ { \mu ^ { \prime } \rho } ^ { \nu \lambda } ( G \lambda } H } G ) _ { \eta \xi } { \eta { } ^ { { } ^ { - z _ { 1 } f _ { 1 } f _ { 2 } } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>855</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58471.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H _ { t } = \frac { 1 } { 4 M G } H _ { w } = \frac { i } { 4 M G } \partial _ { } } _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>856</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43247.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/43247.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\chi _ { S U ( 2 ) } ] _ { C _ { j } } = d \omega _ { j } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>857</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/56871.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/56871.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Phi _ { i j } = - i \frac { \partial } { \partial \theta } \operatorname { l o g } S _ { i j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>858</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43428.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>= \left[ \frac { N ^ { 2 } + 2 2 4 N + 5 3 4 4 } { 3 6 0 0 } - \frac { ( N - 1 ) ( N + 4 2 ) } { 1 8 ( N + 8 2 ) } \left( \frac { B } { \phi B ^ { \prime } } \right) + \frac { ( N - 1 ) ( N + 4 2 ) ^ { 2 } } { 1 8 ( N + 8 2 ) ^ { 2 } } \left( \frac { N - 1 2 \right) ^ { 2 } } { 1 8 ( N + 8 2 ) ^ { 2 } } \left( \frac { N - 1 2 \right) ^ { 2 } } { 1 8 ( N + 8 2 ) ^ { 2 } } \left( \frac { N - 1 2 \right) ^ { 2 } } { 1 8 ( N + 8 2 ) ^ { 2 } } \left( \frac { N - 1 2 \right) ^ { 2 } } { 1 8 ( N + 8 2 ) ^</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>859</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30178.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/30178.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S ( T ) = \int d ^ { n } X \sqrt { - G } \, e ^ { \phi } ( G ^ { \mu \nu } \partial _ { \mu } T \partial _ { \tau } T - 2 T ^ { 2 } + . . . . . . . . . .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>860</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67063.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/67063.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A ^ { 2 } = ( \mu ^ { 2 } + k ) \, y ^ { 2 } + 2 v y + \frac { r ^ { 2 } + K } { \mu ^ { 2 } + k }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>861</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71164.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/71164.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>2 y ^ { 4 } - y ^ { 3 } ( a _ { 4 } w ^ { 3 } + 2 a _ { 2 } w ) - y ^ { 2 } ( a _ { 4 } w ^ { 2 } + 2 a _ { 2 } - 2 m ^ { 2 } ( a _ { 2 } + m ^ { 2 } a _ { 4 } ) ^ { 2 } ) + y a _ { 4 } w + a _ { 4 } w + a _ { 4 } w + a _ { 4 } w + a</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>862</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50056.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/50056.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H ( 1 , p , q ) | _ { q ^ { 2 } = 0 } = \frac { 1 } { 8 \pi ^ { 2 } m } \int _ { 0 } ^ { 1 } d s ( 1 - s ) e ^ { i s ( p \cdot q ) } x ( s ) K _ { 1 } ( x ( s ) ) K _ { 1 } ( x ( s ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>863</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89885.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>e _ { L a b . . . c } e _ { { d f . . . . g = e _ { L a b . . . d d f . . . . . . . 8 . . . . . . . . . . . . . . . . . . d d . . . . . . . . . . . . . . . . d . . . . . . . . . . . . . . . . . d d . . . . . . . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g . g .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>864</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20138.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/20138.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S ^ { \mu \nu } = \frac { \partial L } { \partial \sigma _ { \mu \nu } } = \frac { L ^ { - 1 } } { 2 } [ J ^ { 2 } \sigma ^ { \mu \nu } + M J \epsilon ^ { \mu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>865</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26530.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26530.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ \psi _ { \alpha } ( x ) , \psi _ { \beta } ^ { \dagger } ( y ) \} = \delta _ { \alpha \beta } \delta ( x - - -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>866</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32123.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\omega ( q ) = v _ { * } q - - { i } { 2 } \frac { 1 } { { + P } \left( \zeta + \frac \frac 4 } { 3 } \eta \right) q ^ { 2 } } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>867</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6000.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/6000.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>g _ { \mu \nu } = \eta _ { \mu \nu } + 2 h K _ { \mu } K _ { \nu } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>868</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/34773.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T _ { 0 } ^ { \mu \nu } ( x ) = - \frac 1 4 \phi ( x ) \phi ( x ) x ) \stackrel { { \partial } ^ { \nu \mu } } ^ { \mu \nu } { } ^ { \mu } } } } { { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>869</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95252.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d _ { k } = N _ { k } ^ { - 1 / 2 } b _ { 0 } \left( k \right) , , d _ { k } ^ { ^ { = N _ { k } ^ { - 1 / 2 } b _ { 0 } ^ { ^ { { k \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>870</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30414.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/30414.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { H } _ { r e d } ^ { \prime } = - \frac { 1 } { 2 \mu } \left[ \frac { \partial ^ { 2 } } { \partial r ^ { 2 } } + \frac { 1 } { r } \frac { \partial } { \partial r } + \frac { 1 } { r ^ { 2 } } \left( \frac { \partial } { \partial \theta } + i \omega _ { j } \right) ^ { 2 } \right) ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>871</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/92605.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>[ F _ { ( { ) } \Gamma ^ { 1 } = \left[ \begin{undefined} { { _ { i } } } { - ^ { { i } M _ { 1 n } ^ { { \dagger } &amp; { { _ { } } &amp; { R _ { m } ^ { { } } &amp; { 0 } \\ { { k _ { n _ { 1 } } ^ { \prime } \eta _ { 1 _ { 1 } } } &amp; { - R _ { i } ^ { } } ^ { &amp; { - R _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>872</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70829.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/70829.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal L } = \partial _ { i } \phi ^ { a } \partial _ { j } \phi ^ { b } \partial ^ { i } \phi _ { a } \partial ^ { \mu } \phi _ { b } + ( 1 - | \psi | ^ { 2 } ) ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>873</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18684.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>g _ { m , m } ^ { \pm } \, , \hspace { \pm 4 } \, g _ { m , l } ^ { \pm } \, } ^ { \pm } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>874</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94616.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = - e ^ { 2 \Phi ( r ) } d t ^ { 2 } + \frac { d r ^ { 2 } } { 1 - \frac { b ( r ) } { r } } + r ^ { 2 } \left( d \theta ^ { 2 } + \operatorname { s i n } ^ { 2 } \theta d \phi ^ { 2 } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>875</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/22686.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/22686.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>G _ { 6 } = - \varepsilon ^ { \mu \nu \rho \sigma \sigma \varepsilon } \epsilon _ { \alpha \beta \gamma \gamma \epsilon } R _ { \mu \nu } ^ { \alpha \beta } R _ { \mu \sigma } ^ { 1 \delta } R _ { \mu \sigma } ^ { 1 6 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>876</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84953.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal A } ( { \cal O } ^ { \prime } ) = { \cal A } ( { \cal O } ) ^ { \prime } , \; \; \mathrm { H i a a g } \; D u D } u u { \bf } } i i i i i i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>877</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97586.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>g ^ { 2 } ( \mu ) = \frac { g ^ { 2 } ( ( _ { 0 } ) } { 1 + \frac { 2 2 } { 3 } \frac { C _ { { } ( G ) } { ( 4 \pi ) ^ { 2 } } g ^ { 2 } ( \mu _ { 0 } ) \operatorname { l n } \frac { \mu } { { \frac { \mu } { } = \frac { 1 } { 2 \frac { { { 1 } { 2 } \frac { { 2 } { 3 } } \frac { { _ { 2 } ( G ) } { ( 4 4 4 { n } } \operatorname { l n } { n } { \frac { n } { \frac { } \operatorname { l n } { \frac { n } { \frac { } \operatorname { l n } { \frac { n } { \frac { } \operatorname { l n } { \frac { n } { \frac { } \operatorname { l n } { \frac { \mu } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>878</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82231.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>L = \partial _ { \mu } \phi \partial ^ { \mu } \phi - m ^ { 2 } { 2 } 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha ^ { 2 } \phi ^ { 2 } + \alpha</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>879</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65585.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \partial \pi } { 3 } p _ { l { f } = ( \frac { 2 } { Q } ) ^ { \frac { 1 } { 2 } } \left( ( 2 + \frac { E } { \alpha ^ { 4 } } ) ^ { 2 } - 1 \right) ( 1 - \alpha ^ { 4 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>880</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100143.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/100143.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = F ( r ) \left( d r ^ { 2 } + r ^ { 2 } d \Omega _ { 2 } ^ { 2 } \right) + F ( r ) ^ { - 1 } ( d s / 2 - \mu _ { 2 } C _ { g } d \phi / 2 2 )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>881</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/45985.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/45985.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi _ { s } ( x ) = \frac { a } { \mu } \beta ( k ) d n [ \beta ( k ) x ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>882</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4214.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/4214.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>u _ { A } = \delta ( a ( t _ { 0 } ) - a _ { 0 } ) e ^ { i _ { 1 } } ( t ) \cdots c _ { i _ { 1 } } ( t ) \bar { \epsilon } _ { i _ { 1 } } ( t _ { 0 } ) \cdots \bar { \epsilon } _ { i _ { 0 } } ( t _ { 0 } ) | 0 \rangle .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>883</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86264.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V = \omega \sum _ { I } g ^ { I } + \sum _ { A } p _ { A } \operatorname { e x p } ( \sum _ { l } q _ { A } ^ { \dagger } g ^ { I } ) | \Phi ^ { A } | ^ { 2 } | ^ { 2 } + O ( \Phi ^ { 4 } ) = \omega G + O O ( ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>884</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90351.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal G } _ { D } ^ { ( + ) } ( r ; k ) = { \cal K } _ { D } ( r ; \pi ) \bf r } ; { \bf ; { \bf _ { ) _ { { } { 2 } } \rightarrow } {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>885</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79292.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Q \bar { K } _ { \alpha } Q { _ { \beta } Q + Q Q + Q } _ { \beta } Q _ { \beta } Q _ { \beta } Q \beta } Q } Q + Q</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>886</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69289.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/69289.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>e _ { a } e _ { a + 1 } = e _ { a + 5 } , \ a \in \{ 1 , . . . . , P , P</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>887</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71064.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( \varphi , \psi ) = \int _ { 0 } ^ { \infty } \frac { d p } { p } } } ^ { * } ( p ) \psi ( )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>888</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/81139.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/81139.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>s ^ { 2 } ~ = ~ d ^ { 2 } ~ = ~ s \, d + d \, s \, = 0 \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>889</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/46860.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/46860.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial ^ { \mu } \partial ^ { \nu } { } ^ { * } F _ { \mu \nu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>890</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/42817.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/42817.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>E = e ( 1 + 4 \theta )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>891</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/21119.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { W Z W } ( g ) = \frac { 1 } { \lambda ^ { 2 } } S _ { P C M } ( g ) + \frac { n } { 4 \pi } \Gamma _ { W \Gamma _ { W ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>892</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94480.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/94480.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>E _ { m - 1 } ^ { 1 } = \delta _ { m n } ( \sqrt { n } + \delta _ { m 0 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>893</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94548.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { P } ( x , y ) \; ~ ~ ~ \mathrm { ~ ~ ~ ~ ~ ~ = ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>894</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51920.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\phi ( q , } ( = \frac { B ^ { 2 } } { ( h - 2 ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>895</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5476.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/5476.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D ^ { \phi _ { ( B + 1 ) } \lambda _ { ( A + 1 ) } } D ^ { \phi \phi _ { ( B + C ) } \lambda _ { [ A + C ) } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>896</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41461.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>R _ { m , i } ( z _ { 1 } , \ldots , z _ { n } ) = \prod _ { j \neq d } \frac { 1 } { z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ { 2 } - z _ { j } ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>897</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6767.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\sum _ { Y } = \int { D \Phi ^ { a } \prod D \gamma ^ { b } \prod d ( d ^ { \gamma } ) e x p \left( \frac { i } { \hbar } W ( \Phi ^ { a } , \frac { \partial \overline { \psi } } { \partial { \partial { a } } , } , { b } , } , \partial { \partial \overline { { \psi } } } { \partial } } , a } } , { \frac { \partial \bar { \partial } } { \partial { \partial { a } } } , { \frac { \partial \bar { \psi } } { \partial</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>898</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19392.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/19392.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ L ( \vec { n } ) , L ( - \vec { n } ) ] _ { c e s s i n i n r s } = \frac { d _ { F } } { 1 2 } 2 ^ { [ N + 1 / 2 - 1 ] } n ( n n )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>899</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85609.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>E _ { \vec { p } } = \pm \sqrt { [ m + \frac { r } { a } \sum _ { i = 1 } ^ { 3 } ( 1 - \operatorname { c o s } p _ { i } ) ] ^ { 2 } + \sum _ { i = 1 } ^ { 3 } \frac { 1 } { a ^ { 2 } } \operatorname { s i s }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>900</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65348.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>2 i d ^ { - 1 } ( p ^ { 2 } ) = \frac { N g ^ { 2 } } { 4 \pi } [ - \alpha p a { a r c t a n } ( \frac 2 m } ) - m } ) - \beta m + ^ { 2 } } { p } } { p } \operatorname { a r e t a n } ( \frac { p } { 2 m } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>901</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25744.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d s _ { \perp } ^ { 2 } = \left( \frac { d r } { d \tau } \right) ^ { 2 } g _ { r r } \left[ - d \tau ^ { 2 } \; }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>902</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90132.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { C } \left( l ^ { M } , r ^ { M } \right) = \int d ^ { D } y \, \tilde { A } \left( l ^ { M } , y ^ { M } \right) B \left( y ^ { M } , r ^ { M }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>903</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29293.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>2 P ^ { + } P ^ { - } | \varphi \rangle = \sqrt { 2 } P ^ { + } ( Q ^ { - } ) ^ { 2 } | \varphi \rangle = \sqrt { 2 } P ^ { + } ( g Q _ { \mathrm { S M } { - } + Q _ { Q _ { { - } + i } + i { Q _ { ^ { - } ) ^ { 2 } | \varphi \rangle = M _ { n } ^ { 2 } | \varphi \rangle = M _ { n } ^ { 2 } | \varphi \rangle | \varphi \rangle _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>904</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/87238.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/87238.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\tilde { F } _ { \mu \nu } ^ { a } + \tilde { F } _ { \mu \nu } ^ { a 5 } = 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>905</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69976.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/69976.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( \rho ^ { \prime } ) ^ { 2 } - \frac { m ^ { 2 } v ^ { 2 } } { 4 \hbar ^ { 2 } } \gamma \rho ^ { 2 } - \frac { m v } { H } \lambda \rho ^ { 4 } = 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>906</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15338.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15338.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Z ( \frac { 1 } { 2 } , \alpha ) = Z ( 1 , \alpha - \frac { 1 } { 2 } ) = Z ( \frac { 3 } { 2 } , \alpha - 1 ) = \; .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>907</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13008.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ ^ { a b } = \frac { 1 } { 2 } R _ { \mu \nu \mu \nu ^ { \lambda } e _ { \lambda } ^ { a } e ^ { a b } d x ^ { \mu } \wedge d x ^ { \nu } = } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>908</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/177.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S = - T _ { ( p - 1 ) } \int d ^ { p } \sigma \sqrt { - \operatorname* { d e t } ( { \cal { \alpha \beta } + 2 \pi \alpha ^ { \prime } { \prime } { \cal F } _ { \alpha } } { \prime } { \cal F } _ { \alpha }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>909</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90635.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>e ^ { \frac { = } { { \frac { 2 C \sqrt { \frac { 2 - 1 } } \left( \frac { b } { d } - 1 \right) ^ { \frac { 1 \right) ^ { \frac { 1 } { 2 } - 1 } e ^ { - ( \frac { 5 } { J } - d } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>910</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35588.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>b = \frac 1 1 } { n } \gamma _ { m }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>911</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/40423.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \frac { \lambda ^ { \prime } } { 6 } } \left( \vec { \varphi } ^ { \left( 0 \right) } ( X _ { 0 } ) \right) ^ { 2 } \varphi _ { i } ^ { ( 0 ) } ( X _ { 0 } ) \rightarrow \frac { \lambda ^ { \prime } } } 6 } \langle } \langle { \vec { ^ { ^ { ) } ( X _ { 0 } ) \right) ^ { 2 } 2 } { _ { \psi _ { i } ^ { ( 0 ) } ( X _ { 0 } ) + \frac { \lambda ^ { \prime } } { 3 } \langle \psi _ { j } ^ { ( 0 ) } ( X _ { 0 } ) \varphi _ { ) } ^ { ( 0 ) } ( X _ { 0 } ) \rangle _ { ) \rangle _ { { } } ^ { ( 0 ) } ( X _ { 0 } ) \rangle _ { ) \rangle _ { { } } _ { j } ^ { (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>912</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82628.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82628.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { M } \partial ^ { \mu } \phi - V ^ { \prime } ( \phi )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>913</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23695.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/23695.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ Q , K ] = i C , \qquad C = 1 - ( 1 - q ^ { - 2 } ) a ^ { \dagger } a ^ { \dagger } a</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>914</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/39693.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/39693.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>T _ { l } ( r ) = I _ { l + 1 / 2 } ( M r ) \sqrt { r } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>915</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102030.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102030.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\int { \cal D } x _ { + } { \cal D } x _ { - } e ^ { - S _ { W Z W } } = \int { \cal D } y _ { + } { \cal D } _ { + } { \cal D }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>916</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/22674.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>L = { _ { m } \partial _ { 0 } X ^ { m } + \tilde { + } _ { \alpha } { \alpha } 0 } \partial _ { 0 } S _ { \alpha } + \alpha } + i \pi - H</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>917</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52978.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\phi _ { i } \times \phi _ { j } = \sum _ { k } { \cal N } _ { i j } ^ { k } \, \phi _ { k } \qquad \mathrm { w t t h } \qquad N _ { i j } ^ { k } \in \{ 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>918</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/92776.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\mathrm { g h } ( \varphi _ { u } ) = g h ( \varphi _ { \xi } ) = 0 , \quad c _ { h } ( c _ { ( c _ { g h ( c _ { \quad g h ( 1 , { * } ) = - g h ( \Phi ) - 1 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>919</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/56958.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F _ { n } ^ { \prime } ( 0 ) = \frac { ( - 1 ) ^ { n + 1 } } { ( n + 1 ) ! } \sum _ { k = 1 } ^ { + { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>920</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/11301.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Gamma ( x , q ) , ( y , - q ) \right] = \bar { D } _ { x } ^ { 2 } \, D _ { x } ^ { 2 } \delta ^ { 4 } ( \theta _ { x } - \theta _ { \mu } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>921</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2462.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/2462.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\pm v _ { 1 } \pm v _ { 2 } \pm v _ { 3 } = = \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>922</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80741.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { G } = { { ^ { * } \left[ 7 \left[ { \partial } C } - { - { \frac { 5 } { 3 } } \left( \hat { G } + { \textstyle { 2 } { 3 } } \partial } } L } \right) } \right) \right) { L } } { { } } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>923</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/87684.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/87684.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Pi _ { \delta } ( x ) = m _ { \sigma } ^ { 2 } ( x ) - \frac { g ^ { 2 } } { 2 } \int \frac { d ^ { 4 } x ^ { \prime } d ^ { 4 } p } { ( 2 \pi ) ^ { 4 } } \; \frac { d ^ { 3 } k } { ( 2 \pi ) ^ { 3 } E _ { k } } \; \frac { e ^ { - i p ( x ^ { - } - x ) } } { p ^ { 2 } - m _ { s } ^ { 2 } + i p _ { 0 } 0 ^ { + } } \; f _ { 0 } ( x ^ { \prime } , k )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>924</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26411.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26411.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\left[ a _ { { \bf { k } } _ { k } } , a _ { k _ { j } ^ { \prime } , \vec { k ^ { \prime } } } ^ { \dagger } \right] = \delta _ { k _ { j } , k _ { j } ^ { \prime } } ( 2 \pi ) ^ { 3 } \delta ^ { 3 } ( \vec { k } - \vec { k } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>925</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10254.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname* { l i m } _ { n \rightarrow + \infty , \mathrm { s i p } _ { n \rightarrow i { l i p } _ { n } q ^ { 2 n } } { 2 n } } { 1 + q ^ { 2 n } } \right| ^ { 1 / 2 n n } } \; \leq \; l i m } _ { n { n \rightarrow + \infty , i \hspace {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>926</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36929.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/36929.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta E = - \frac { \beta _ { 0 } ^ { 4 } } { 8 } \left( \frac { 1 } { m ^ { 3 } } + \frac { 1 } { M ^ { 3 } } \right) - \frac { 1 } { 2 \mu } \Delta \beta \beta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>927</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102940.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102940.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { i } { T } ( \pm j _ { \pm } ) = \pm i \psi ^ { \mu \pm } G _ { \mu \nu } \partial _ { \pm } X ^ { \nu } - \frac { 1 } { 6 } \psi ^ { \mu \pm } \psi ^ { \nu \pm } \psi ^ { \nu \pm } H _ { \mu \nu \rho } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>928</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/57284.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( \eta M ) _ { \mu \nu } \tilde { \psi } _ { - 1 / 2 } ^ { \mu } \psi _ { - 1 / 2 } ^ { \nu } | } ; - \sum k _ { { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>929</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98735.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/98735.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\left\{ \gamma ^ { 5 } \frac { 1 } { 1 } \frac { \partial } { \partial x } + \mu + m \gamma ^ { 0 } \right) \chi _ { n } ( x ) = \omega _ { n } \chi _ { n } ( x ) \; ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>930</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89585.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Delta ^ { c l } = \int d ^ { 3 } x \left( [ A _ { \mu } ^ { * } , A ^ { \mu } ] - [ c ^ { * } , c ] + \left( \overline { { \Psi } } ^ { * } T ^ { a } \ \psi + \overline { { \Psi } } \, T ^ { a } \, \psi ^ { * } \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>931</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/42945.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/42945.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>F _ { \mu \nu } = \partial _ { \mu } B _ { \nu } \, - \partial _ { \mu } \, - \partial _ { \mu } \, - \partial _ { \mu } \, - \partial _ { \mu } \, - \partial _ { \mu } \, - \partial _ { \mu } \, - \partial _ { \mu } \, - \partial _ { \mu } \, -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>932</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63374.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63374.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( J ) ^ { l } = - 2 h \, ( J ) +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>933</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100262.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( \delta _ { a b } \partial ^ { \mu } + g f _ { a b c } A _ { \mu } ^ { a } ) ( \partial _ { \mu } A _ { \mu } ^ { b } - \partial _ { \nu } A _ { \mu } ^ { b } + g f _ { b d } A _ { { } ^ { { d } A _ { \mu } ^ { A } A _ { \mu } ^ { A } A _ { \mu } ^ { A } A _ { \mu } ^ { A } A _ { \mu } ^ { A } A _ { \mu } ^ { A } A _ { \mu } ^ { A } A _ { \mu } ^ { A } A _ { } } { { A } A { { } ^ { { } } _ { { } ^ { { } } _ { { } ^ { { } } _ { { } ^ { { } } _ { { } ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>934</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100932.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H _ { n d } = \frac { 1 } { 2 } \sum _ { a , j } ^ { 1 2 } l _ { a b } ^ { - 1 } [ m _ { a } , \Gamma _ { a l } l } } { { { } } _ { { } \cdot \cdot</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>935</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88483.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/88483.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta _ { S } \equiv ( ( d \epsilon ) ^ { * } ) ^ { - 1 } \Delta _ { \beta } = ( d \zeta ) ^ { * } \Theta -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>936</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90182.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/90182.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Omega _ { i } : = \{ \sigma ^ { x } \gamma _ { i } : 1 \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x \leq x</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>937</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61556.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/61556.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta R = - i \epsilon ^ { * } \dot { \chi } + i \sigma \dot { x } \dot { x }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>938</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61827.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Gamma ^ { \bar { c } c } ( p ) = p ^ { 2 } + \alpha m ^ { 2 } + \Sigma ^ { \bar { } ( p ^ { 2 } ) \, , \quad \Gamma _ { \mu } ^ { A B } ( p ) = i p _ { \mu } \Sigma ^ { \Lambda S } ( p ^ { 2 } ) \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>939</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59794.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/59794.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>E _ { n } = \frac { P ^ { 2 } } { 2 m n } \left( 1 - \frac { n ^ { 2 } - 1 } { 1 2 n } \lambda ^ { 2 } \right) + O ( \lambda ^ { 4 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>940</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41741.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\dot { Q } _ { 1 } ^ { a } - \frac { \dot { \phi } } { 2 \pi \kappa } \, } _ { a b c } \, Q _ { 2 } ^ { b } Q _ { 1 } ^ { c } = 0 \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>941</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85040.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\eta _ { 0 } \left( e ^ { - \Phi _ { g } } Q ^ { \theta _ { { \theta _ { = } } \right) = {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>942</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90227.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname { l o g } \Psi ( x ) = \int _ { 0 } ^ { \infty } \frac { d t } { t } \, } \left( \frac { Q } { 2 } - x \right) ^ { 2 } e ^ { - t } - \frac { \operatorname { s i n h } ^ { 2 } ^ { 2 } ( { \frac { - } { 2 } } - - ^ { \operatorname { s i n h } } \frac { b b } { 2 } } \operatorname { s i n h } } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>943</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94454.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\chi _ { S U ( 2 ) } \equiv \frac { 1 } { 3 } \mathrm { t r } \left( h ^ { - 1 } d h \right) \wedge \left( h ^ { - 1 } d h \right) \wedge \right) \wedge ^ { - 1 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>944</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98486.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S ^ { ( D ) } = S ^ { ( D ) } _ { \, { \, \, S ^ { ( D ) } } } \, { m a a m m a t t</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>945</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/42982.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/42982.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>L _ { q } = \frac { 1 } { 2 e } \left( \dot { x } _ { \mu } - \frac { i } { 2 } v \varepsilon _ { \mu \nu \lambda } \xi _ { \nu } ^ { \nu } \xi _ { a } ^ { \lambda } \right) ^ { 2 } - \frac { 1 } { 2 } e m ^ { 2 } - i q m v \xi _ { 1 } ^ { \mu } \xi _ { 2 \mu } + \frac { i } { 2 } \xi _ { a } ^ { \mu } \xi _ { a } ^ { \mu } \xi _ { a \mu } + \frac { i } { 2 } \xi _ { a } ^ { \mu } \xi _ { a } ^ { \mu } \xi _ { a \mu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>946</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/92108.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/92108.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = - 4 d x _ { + } d x _ { - } - 4 ( d x _ { + } ) ^ { 2 } \left( \sum y _ { a } ^ { 2 } + \frac { 1 } { 4 } \sum x _ { a } ^ { 2 } \right) + \sum d x _ { a } ^ { 2 } + \sum d x _ { a } ^ { 2 } + \sum _ { a } ^ { 2 } +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>947</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/34476.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/34476.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S ( N ) = \mathrm { l n } \rho ( N ) \simeq S _ { 0 } + X \, \operatorname { l n } S _ { 0 } + \left( \operatorname { c o n s } t \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>948</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52541.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/52541.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta \geq \Delta _ { A d S } \equiv - 2 \frac { D } { D }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>949</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23826.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/23826.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Lambda _ { \mu } ^ { \mu } ( p , q , p ^ { \prime } ) = \Lambda _ { \mu } ^ { ( a ) } ( p , q , p ^ { \prime } ) + \Lambda _ { \mu } ^ { \prime ( b ) } ( p , q , q ^ { \prime } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>950</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60779.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { G } _ { a } = f ^ { \frac { 1 } { 2 } } \xi _ { a } ^ { i } \hat { p } _ { i } f ^ { - \frac { 1 } { 2 } \frac { 1 } { 2 } \frac {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>951</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4340.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>a a _ { n } ( \vec { q } ^ { \prime } , \vec { q } ) + \sum _ { \nu = 1 } ^ { 3 } ( q _ { \nu } ^ { \prime } - q _ { \nu } ) \frac { \partial a _ { \nu } ( \vec { q } ^ { \prime } , \bar { q } ) } { \partial q _ { \mu } ^ { \prime } } = \frac { 1 } { 2 } \Delta _ { \bar { q } } ^ { _ { n - 1 } ( 1 } ( } ^ { \prime } , \vec { q } ) - V ( - V ( } ^ { \prime } ) a _ { n - 1 } ( 1 } ( } ^ { \prime } , \prime } , } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>952</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93236.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/93236.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>r _ { e } = \frac { 2 V _ { * } } { V - V _ { * } } r _ { 6 } \left( 1 - \frac { M } { 2 N } \right) ~ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>953</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71186.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/71186.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Pi _ { 1 1 } + \Pi _ { 1 2 } + \Pi _ { 2 1 } + T _ { 2 2 } = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>954</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/76895.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Phi ( z ) = \sum _ { i = 1 , . . . } \frac { \Phi { { z - - - - - - -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>955</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41135.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/41135.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\bar { B } ^ { T } = - \frac { 1 } { 2 } \alpha ^ { \prime } \partial ^ { 2 } T - 2 T + \sqrt { \alpha ^ { \prime } } q _ { \mu } \partial ^ { \mu } T = 0 = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>956</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2534.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/2534.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\psi _ { t } = \operatorname { e x p } ( - t \omega ^ { a } i _ { a } ) \; : \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>957</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75150.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/75150.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>m = | q | \quad ; \quad p = r + m \quad ; \quad r ^ { 2 } = \vec { x } \cdot \vec { x }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>958</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/103035.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/103035.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sigma ^ { \prime } = M \sigma , ~ ~ s ^ { \prime } = s + \sigma \cdot \Sigma = s + \sigma ^ { 1 } ~ \; \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>959</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/27603.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\partial _ { z } \left( \theta ^ { n } A _ { n } \right) + \partial _ { \bar { z } } \left( \theta ^ { n } \bar { A } _ { n } \right) = - \theta ^ { n } \sum _ { p = 2 } ^ { n - 2 } \left( \begin{undefined} { n } \\ { p } \\ \end{undefined} \right) \bar { A } _ { p + 1 } A _ { n - p + 1 } - \theta ^ { n } \frac { d ^ { n } } { d \varphi ^ { n } } V \left( \varphi \right) \right| _ { p - \phi _ { 0 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>960</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/39954.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/39954.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>h _ { + } ( r ) = s ( r ) \left( 1 - \left( \frac { r _ { + } } { r } \right) ^ { n - 1 } \right) , \qquad h _ { - } ( r ) = \left| k - \left( \frac { r _ { - } } { r } \right) ^ { n - 1 } \right] ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>961</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37796.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/37796.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S = S _ { 1 } + S _ { 2 } = k \int r ^ { ( 3 ) } ( e \wedge e ) \wedge F + k \int B \wedge A</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>962</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53506.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/53506.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\xi ^ { \mu } = ( \bar { \epsilon } _ { 2 } \zeta ^ { ( p ) } - \bar { \epsilon } _ { 1 } ) \Gamma ^ { \Gamma }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>963</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58068.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/58068.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>e ^ { 2 \phi } \, = \, e ^ { 2 \phi _ { 0 } } \left( 1 - \frac { 2 G M } { r } \right) \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>964</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/92707.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/92707.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>K _ { i j } = e _ { i } ^ { \alpha } e _ { j } ^ { \alpha } \nabla _ { \alpha } n _ { \alpha } n</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>965</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/62834.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S = S _ { R } + S _ { L } \quad ; \; ; \; S _ { R , L } = \frac { 1 } { 2 } ( \frac { A _ { + } } { 4 G } \mp \frac { A } { 4 } } \frac { A } { 4 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>966</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97352.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>J _ { 0 } ( z ) = \frac { 1 } { 2 \pi i } \int _ { C } \frac { d s } { s } { s } } e ^ { ( s - { \frac { 2 } { 4 } } { 4 } } } {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>967</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30579.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/30579.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\pi _ { i } ^ { ( 2 ) a } = - \frac { 1 } { 3 m ^ { 2 } } \, \eta ^ { 1 b } \, G _ { 1 i } ^ { ( 2 ) b a } + \frac { g } { 6 m ^ { 2 } } \, \overline { { p } } ^ { b c } \, ( D _ { j } \pi ^ { j } ) ^ { b } \, G _ { i i } ^ { ( 2 ) c a } - \frac { 1 } { 3 } \, q ^ { 2 b } \, G _ { 2 i } ^ { ( 2 ) } \, G _ { 2 i } ^ { ( 2 ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>968</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95242.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/95242.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Psi _ { - 1 , n } ^ { - 1 , 1 } = s _ { n } ( l _ { 1 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>969</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/11553.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d \omega ^ { k _ { s } , \alpha _ { s } } = - \frac { 1 } { 2 } C _ { i _ { p } , \beta _ { p } p } _ { _ { s } , \alpha _ { ^ { k _ { s } , \alpha _ { s } } } } ^ { i _ { p } , } , { p } } \wedge \omega \wedge \omega \, { _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>970</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55870.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>a ( y ) = e ^ { - \frac { { } { 2 ( ( - 2 ) } \sum _ { n } T _ { n } | y - y _ { n } n } } | { n }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>971</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33612.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/33612.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sum _ { &lt; &lt; T } D _ { R } ( \tau ) = \frac { 1 } { d _ { R } } \frac { n ( n - 1 ) } { 2 } \chi _ { R } ( \tau ) \mathrm { ~ ~ ~ ~ } ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>972</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/81885.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>[ \Pi _ { i } ( x ) , C _ { j } ( y ) ] = i \delta _ { i j } \delta _ { 2 } ^ { ( 2 ) } ( x - { \delta } _ { {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>973</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/39512.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/39512.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f _ { j } ^ { \prime } = M _ { i } ^ { j } ( \gamma ) \, f _ { j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>974</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10013.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>z ^ { \prime } = \frac { \alpha z + + { z z + +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>975</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79393.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/79393.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { z } = \hat { x } + i \hat { y } , \qquad \hat { p } _ { z } = \frac { 1 } { 2 } ( \hat { p } _ { x } - i \, \hat { s } _ { x } - i \, \hat { d }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>976</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75139.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/75139.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( \psi \gamma ^ { \mu } \phi ) ^ { \dagger } = - ( \bar { \phi } \gamma ^ { \mu } \bar { \psi } ) = ( \bar { \psi } \gamma ^ { \mu } \bar { \phi } ) \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>977</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97795.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/97795.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\left[ M _ { a b } ^ { i j } \right] _ { q } : = \; [ K _ { a b } ] _ { q } ^ { - 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>978</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35561.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/35561.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\operatorname { s i n } \lambda = - \frac { i } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>979</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77153.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/77153.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>0 &lt; x \cdot ( e _ { T } ^ { - } + e _ { 2 } ^ { + } ) = 2 \operatorname { c o s } ( \tau + \omega _ { - } ) ( x _ { 1 } \operatorname { c o s } ( \omega _ { + } ) - x _ { 2 } \operatorname { s i n } ( \omega _ { + } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>980</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/87689.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/87689.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\nabla ^ { 2 } \operatorname { l n } \rho = = =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>981</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84595.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>W ( \xi ) = \sum _ { i = 1 } ^ { M } \left( \frac { \partial U ( \xi ) } { \partial \xi _ { i } } i } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>982</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66954.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/66954.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { I } _ { L M } = \int _ { B } d ^ { p + 2 } \tilde { \sigma } \left( \lambda ^ { 1 } T _ { 1 } + \lambda ^ { 2 } T _ { 2 } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>983</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/62554.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f _ { 3 } = \pi ^ { \prime } _ { { } ^ { \prime } ( h ^ { * } + \bar { \partial } b ) - \pi ^ { \prime } b ) - \pi</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>984</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/103498.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/103498.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { d } { d p ^ { 2 } } A _ { 2 } ( p ) p ) { p ^ { 2 } = 0 } = B _ { 2 } ( p = p = =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>985</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/27089.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/27089.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>y ^ { 2 } = x ^ { 3 } - u \, x ^ { 2 } + \frac { 1 } { 4 } \Lambda _ { 1 } ^ { 3 } m \, x - \frac { 1 } { 6 4 } \Lambda _ { 1 } ^ { 6 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>986</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23284.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S [ X ] = \frac { 1 } { 4 \pi \alpha ^ { \prime } } } } { _ { d } d \sigma d _ { a } X ^ { ^ { \partial ^ { ^ { a } X ^ { N } g _ { N N } - i } { 2 } \int _ { } \int _ { \Sigma \Sigma } d \sigma \nu } X ^ { \mu } \partial { \mu } \partial _ { \nu } X ^ { \mu } \partial _ { \nu } X ^ { \mu } \partial _ { \nu } X ^ { \mu } \partial _ { \nu } } \partial { \mu } \partial _ { \nu } } \partial _ { } \partial _ { { } } \partial _ { { \mu } \partial _ { \nu } { } ^ { \mu } \partial _ { \nu } { } ^ { \mu } \partial _ { \nu } { } ^ { \mu } \partial _ { \nu } { } ^ { \mu } \partial _ { \nu } { } ^ { \mu } \partial</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>987</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43558.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/43558.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( A B ) ^ { \dagger } = ( - 1 ) ^ { p ( A ) \varphi ( B ) } B ^ { \dagger }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>988</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61184.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/61184.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>W ^ { I } = W _ { L } ^ { I } + W _ { R } ^ { I } \, , W _ { L } ^ { I } = \int _ { 0 } ^ { \tau / 2 } d \sigma \partial _ { \sigma } X ^ { I } ( \sigma ) \, , W _ { R } ^ { I } = \int _ { x / 2 } ^ { \pi } d \sigma \partial _ { \sigma } X ^ { I } ( \sigma ) \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>989</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67305.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname* { l i m } _ { \alpha \rightarrow \infty } S _ { \pm \bar { \tau } } = 1 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>990</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85246.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>t = t _ { \pm } \equiv { \frac { - 1 \pm \sqrt { 1 - { { } { { { ^ { 2 } m ^ { 2 } } } } } } { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>991</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15628.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15628.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D = \frac { i } { 2 } \frac { d ^ { 2 } } { d X ^ { 2 } } - d _ { 1 } ( X ) \frac { d } { d X } - \frac { 1 } { 2 } \partial _ { X } ( d _ { 1 } ( X ) ) - \frac { i } { 2 } d _ { 1 } ( X ) ^ { 2 } - i V ( X ) ^ { 2 } - i V (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>992</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52912.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal M } ^ { ( 5 ) } = M ^ { ( 5 ) } - M ^ { * ( 5 ) } - M ^ { * ( 5 ) } - M ^ { * ( 5 ) } - M ^ { * (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>993</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35425.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>W _ { C S } ( 1 , 2 ) = - \frac { 1 } { 8 \pi ^ { 2 } } \int d ^ { 3 } x T r [ r } 1 ) \cdot ( \vec { \nabla } \times A ( 2 ) ) + ( 1 + ( 1 \; ) 2 ) ]</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>994</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33397.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>L : = L ( q ^ { i } , \dot { \phi } ^ { i } , t t )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>995</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101248.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { ( - 1 ) ^ { k } } { \Gamma \left( \frac { 1 } { 2 } \right) \Gamma \left( k \right) } \left( \frac { t } { 2 } \right) ^ { 2 k - 1 } a _ { d + 2 k - 1 } \left[ 2 \operatorname { l n } \left( \frac { t } { 2 } \right) - \left( \Psi \left( 1 \right) - \sum _ { i = 1 } ^ { k - 2 } \frac { 1 } { l - k + 1 } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>996</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70652.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/70652.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\langle \Phi ^ { 2 } ( x ) \rangle _ { R e n . } = \frac { 3 \eta ^ { 2 } } { 6 4 \pi r ^ { 3 } } ( \xi - 3 / 1 6 ) \; .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>997</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/81459.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/81459.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>h _ { A } ( \gamma ) \equiv { \cal P } \operatorname { e x p } \{ \int _ { 1 } ^ { 0 } d s \dot { \gamma } ^ { j } ( s ) A _ { i } ( \gamma ( s ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>998</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16138.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/16138.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S _ { B \} } = - T _ { 2 } ( G _ { s } ) \int d \theta \int d \Omega _ { 2 } \sqrt { - f ^ { 2 } d e t \{ - G [ \tilde { F } _ { \mu \nu } + \lambda [ \tilde { F } _ { \mu \nu } - \delta _ { \mu } ^ { t } \partial _ { \nu } ^ { j } \epsilon _ { i j k } ( L _ { k } + A _ { k } ) ] ] } \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>999</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80362.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/80362.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>L ^ { ( k ) } ( l ) = L ( l ) L ( l + 1 ) \cdots L ( l + k \, k k</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1000</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/45685.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/45685.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma = f ^ { - 1 } ( \chi ^ { 2 } + \beta f ^ { 2 } ) \equiv f _ { 0 } ^ { - 1 } ( \chi _ { 0 } ^ { 2 } + \beta f _ { 0 } ^ { 0 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1001</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/81384.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/81384.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>B ( g ) ^ { \alpha } \; = \; d \Lambda \Lambda ^ { \alpha } \; = \; d \Lambda \Lambda ^ { \alpha } \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1002</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/40230.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>G ( \kappa ) = \frac { 1 } { 2 } } } ( \kappa + 2 i - i 0 ) + F ( \kappa - 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 + + i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2 i + 2</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1003</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/14289.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/14289.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>L ( \lambda ) | a , \theta &gt; = | a , \theta + \lambda &gt;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1004</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82302.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82302.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A _ { \mu } ( - i \beta , x ) = A _ { \mu } ( 0 , x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1005</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26006.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26006.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { 1 } { 2 } D ( D + 1 ) + D - ( D + 1 ) = \frac { 1 } { 2 } ( D ^ { 2 } + D )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1006</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97090.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\chi _ { 2 n + 1 , 1 } ^ { V { V i r } } ( \tau ) = \frac { q ^ { ( 1 - c ) / 2 4 } } { \eta ( \tau ) } \left( q ^ { h _ { 2 n + 1 } 1 } , } - q ^ { h _ { - 2 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1007</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44358.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>C ( x ) = \frac { - ( 4 y + 4 \rho ^ { 2 } e ^ { - 2 x } ) } { [ e ^ { 2 x } - p ^ { 2 } e ^ { - 2 x } + ( 1 - p ^ { 2 } ) + 4 \rho ^ { 2 } + 4 \rho \rho</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1008</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2981.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/2981.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>K _ { \chi } ( z ) = | z | ^ { 2 c } \operatorname { e x p } ( 2 i s \, { a r g } s ) / \Gamma ( c + | s | + | s | + | s | + | s | + | s | + | s | + | s | + | s | + | s | \, | s | | | s | | | s | | | \, | | | \, \, | | \, \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1009</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86307.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>j _ { 1 , a } ^ { \mu } ( k ) = - m _ { D } ^ { 2 } [ g _ { 0 } ^ { \mu } g _ { 0 } ^ { \nu } - \int \frac { d \Omega } { 4 \pi } \frac { \omega y ^ { \mu } v ^ { \nu } } { \nu \cdot k + i 0 ^ { + } } \right] A _ { \nu } ^ { a } ( k ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1010</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52696.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>L = - \frac { 1 } { 2 } \int _ { V } d ^ { 3 } x \left( G _ { 0 { 0 ( A ) , G ^ { 0 k } ( A ) \right) - \frac - { \frac { 1 } { 4 } } \int _ { \Gamma } d ^ { 5 } x \left( G _ { k l } ( A ) , G ^ { k d } ( A ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1011</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/889.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/889.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f ( Q ) = F ( u ) : = \frac { 1 } { 4 0 } ( u - 6 ) ( u - 1 2 ) ( u - 1 ) ( u - 1 1 - 1 u - 1 1 - 1 - 1 1</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1012</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44049.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T _ { \mu \nu } = ( - g ) ^ { \frac { 1 } { 4 } } \left\{ - \frac { 1 } { 4 } \gamma _ { \mu \nu } \left[ \gamma ^ { \rho \sigma } \left( g _ { \rho \sigma } - g ^ { n \tau } F _ { \mu \nu } F _ { \sigma \sigma } \right) - \left( p - 3 \right) \Lambda ] + g _ { \mu \nu } - g ^ { \mu \sigma } F _ { \mu \rho } F _ { \sigma }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1013</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13613.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>2 M = \frac { 1 - k ^ { 2 } - 2 l } { 1 + k ^ { 2 } } \rho _ { 0 } 0 } \; \; \beta = 1 \; , \; \; \gamma = 1 + \frac { 2 l \rho _ { 0 } } { ( 1 + k ^ { 2 } ) M } \; .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1014</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13216.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/13216.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { g _ { r } } { g } - 4 \frac { b _ { r } } { s } - \frac { h _ { r } } { h } = \frac { h _ { r } } { h }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1015</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68719.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/68719.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Theta = \int d ^ { 3 } x \left( \sigma ^ { 2 } \partial _ { i } \gamma - \epsilon _ { i j k } \partial _ { j } A _ { k } \right) ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1016</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93779.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/93779.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Y ( z ) = 4 c \partial \xi e ^ { - 4 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1017</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47117.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/47117.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>3 \, S = \int d ^ { 3 } x h ^ { \frac { 1 } { 2 } } ( - ^ { 3 } R + \frac { 1 } { 4 } T r J _ { M } ^ { 2 } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1018</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59830.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V ( T ) = \operatorname { e x p } \left\{ \int _ { 0 } ^ { T } d t \rho ^ { \mu } ( t ) \gamma _ { \mu } + \frac { 1 } { 2 } \int _ { 0 } ^ { T } d t _ { 1 } \int _ { 0 } ^ { t _ { 1 } } d t _ { 2 } \left[ \rho _ { \mu } ( t _ { 1 } ) \gamma ^ { \mu } , \rho _ { \nu } ( t _ { 2 } ) z ^ { \mu } ] + \ldots . . .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1019</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/92270.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\kappa _ { * } ^ { \pm } E ^ { \alpha \beta } a _ { \dot { \mu } } ^ { \pm } = 0 \; \; { L e f f i g i g g a r r a a a _ { 2 } ^ { * } a _ { \pm } ^ { \pm } = = \varphi _ { i } ^ { \pm } a _ { 2 } ^ { \pm }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1020</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/45712.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\mu ^ { - 1 } \operatorname* { d e t } M _ { b } ^ { S U ( 2 ) / K _ { b } } = \operatorname* { d e t } \left[ ( 2 \pi ) ^ { - 1 } \int d ^ { 4 } x \phi _ { b } ^ { 0 \dagger } ( x ) T _ { j } ^ { 1 } T _ { k } \phi _ { b } ^ { 0 } ( x ) T _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1021</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59364.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { q } = \frac { \pi } { 3 } T _ { H } ( L - r _ { + } ) - \frac { 1 } { 1 2 } ( \frac { r _ { - } } { r _ { + } } ) ^ { 2 } \operatorname { l n } ( \frac { L - r _ { - } } { r _ { + } - r _ { - } } ) + \frac { 1 } { 1 2 } \, \frac { 1 } { 1 2 } } r _ { + } } { { _ { + } - r _ { - } } ) + \frac { 1 } { 6 } \operatorname { l n } \frac { r _ { + } } { z _ { 0 } } } ~ ~ , { + } } { z _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1022</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4527.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>M a s s = - \frac { 1 } { 4 \pi } \int _ { _ { S } { A B C } \nabla ^ { B } B } { C } d } d { A }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1023</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55087.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/55087.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\nabla ^ { 2 } a = \nabla ( \nabla a ) = \frac { 1 } { i \hbar } [ R [ R \ a \ a \ a \ a \ a</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1024</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51189.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/51189.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\psi _ { l } ^ { 0 } ( r ) = \frac { R _ { l } ( r ) } { \sqrt { r } } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1025</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25623.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\sigma = \frac { 1 } { d t + \alpha ^ { 2 } / 4 } , \qquad t = \frac { D - d - d - d - d - d - d - d - - - - - - - - - - - - - - - - - - - - - - - - - - - - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d - d -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1026</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6692.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/6692.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>V _ { T } ^ { ( 0 ) i } = \frac { 1 } { 2 } \psi ^ { i } \left( e ^ { i \frac { 1 } { \sqrt { 2 } } X ^ { i } } + e ^ { - i \frac { 1 } { \sqrt { 2 } } X ^ { i } } \right) \otimes \otimes</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1027</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64778.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/64778.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>x ^ { ( 0 ) } = \frac { 2 \pi } { \lambda T } ( m + \frac { 1 } { 2 } , { 1 } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1028</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/103090.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( D \varphi ^ { i } ) \Lambda _ { i } + \bar { \Lambda } _ { i } \bar { D } \varphi _ { i } + \bar {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1029</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88713.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/88713.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal K } ( b ) \equiv d _ { i j j } k ^ { i } b ^ { j } b ^ { j } b ^ { j } b ^ { j } b ^ { j } b ^ { j } b</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1030</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96191.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal S } ( \alpha _ { j } ) = + \sum _ { b o b o r d n d r y o r o r r e r s } } ( 1 - \alpha _ { j } ) + \sum _ { \mathrm { i n t o n i o r ~ c o n e r e r } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1031</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70854.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/70854.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta _ { S O ( d ) d + k k }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1032</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6497.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/6497.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>a _ { k } ( t ) = \alpha ( t ) a _ { k } ( 0 ) + \beta ^ { * } ( t ) a _ { - k } ^ { \dagger } ( 0 )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1033</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63434.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>a ( B _ { 1 } ^ { m } ) = { \frac { \lambda _ { 1 } - \lambda _ { 2 } } { d _ { 1 } } } H _ { 1 } ^ { { } } _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1034</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2207.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>P _ { \mu } ^ { { } ( \alpha ) = A ( \alpha ^ { 2 } ) \delta _ { \rho \nu } + B ( \alpha ^ { 2 } ) ) _ { \nu \nu \mu } \alpha _ { \rho } + E ( \alpha ^ { 2 } ) \delta _ { \nu ^ { \prime } } \alpha _ { \mu \mu \nu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1035</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55662.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/55662.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\mathrm { d e t } W = 0 , \quad ( W \equiv \sigma ^ { a } w ^ { a } , \sigma = ( \sigma ^ { i } , i 1 ) ) ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1036</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20498.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\langle \tilde { V } _ { a } | \tilde { V } _ { b } \rangle = \left\{ \begin{undefined} { B _ { a b } } &amp; { \mathrm { \boldmath ~ a ~ } ~ } \\ { 0 } &amp; { \mathrm { ~ ~ ~ { ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1037</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91180.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int _ { C _ { k } ^ { - } } f ( z ) d z - \int _ { C _ { n } ^ { + } } f ( z ) d z = 2 \int _ { b } ^ { b } f ( + 2 d x + 2 \pi i k } _ { k } R \epsilon _ { I m z _ { 1 } c c J } f ( z ) - \sum _ { k } R e s _ { i n z _ { 1 } , } f } f _ { i n z _ { 1 } , &gt; 0 } f _ { i n z _ { 1 } , &gt; 0 } f _ { i n e _ { 1 } , &gt; 0 } f _ { i n e _ { 1 } , &gt; 0 } f _ { i n e { 1 } } , &gt; } } f { { i n { 1 } } } , } f _ { i { i n 1 } } } } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1038</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/21035.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal A } _ { n } = i g ^ { n } \int d { \bf r } \, { { \cal } _ { ( n ) ) ) ^ { \gamma } ( { \bf r } ) \, \Pi _ { i } ^ { \sigma } ( { \bf r } ) \, { _ { _ { ^ { ^ { ( { ( { \bf r } ) \, {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1039</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12290.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>- \epsilon \frac { 3 } { 4 } C _ { _ { a d = C _ { p } + \frac { 3 } { 3 } {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1040</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/40361.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/40361.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( u ^ { 4 } - u ) \partial _ { u u } \tilde { \phi } + ( 4 u ^ { 3 } - 1 )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1041</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95019.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/95019.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H = \frac { \mu ^ { 2 } } { 2 } ( E _ { i } ^ { 2 } + B ^ { 2 } ) + \frac { 1 } { 2 m } | D _ { i } \phi ^ { a } | ^ { 2 } + U ( \phi ^ { 3 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1042</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77005.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/77005.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\mathrm { s u p p } R _ { n , m } ( . . . ) &lt; \{ ( y _ { 1 } , . . . y _ { n } , x _ { 1 } , . . . , x _ { m } ) , \{ y _ { 1 } , . . . y _ { n } \} \in ( \{ x _ { 1 } , . . . , x _ { m } \} + \bar { V } _ { n } \} + \bar { V } _ { n } \} + \bar { V } _ { n } \} + \bar { V } _ { n } \} + \bar { V } _ { n } \} + \bar { V } _ { n } \} +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1043</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41058.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int _ { 0 } ^ { \infty } d y y ^ { q - 1 } \, \operatorname { c o s } y = \Gamma ( q ) \, c o s } s } \left( q \frac } \pi } } 2 } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1044</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77849.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/77849.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta L = i \left( L _ { \alpha } k _ { \alpha } D _ { - } \varphi ^ { \alpha } - { \cal L } _ { a } \overline { { k } } _ { \bar { \alpha } } D _ { - } \overline { { \varphi } } ^ { \bar { \alpha } } \right) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1045</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30541.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/30541.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>j = \mathrm { d i a g } ( \theta _ { 1 } , \ldots . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1046</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/27756.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/27756.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { d ^ { 2 } \xi ^ { \mu } } { d t ^ { 2 } } = - R _ { 0 k 0 } ^ { \mu } \xi ^ { k }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1047</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/31772.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\langle j ( x _ { 1 } ) f _ { \mu } ( x _ { 2 } ) _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1048</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12806.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\zeta ( v | \beta ) = \frac { e ^ { - 2 \nu } } { 2 \pi i } \int _ { \mu } ^ { \infty } d } d _ { C } d z \sum _ { \sigma _ { 1 } } \frac { { \frac { } ( \omega ; z ) } { z - \sigma _ { l } } ( z ^ { 2 } + \omega ^ { 2 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1049</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97300.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/97300.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Theta ^ { I } = \Gamma ^ { I J K } \partial _ { J } \psi \psi _ { J }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1050</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6769.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/6769.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H _ { p 1 } = a ^ { \dagger } a \, ( b ^ { \dagger } b - 2 a ^ { \dagger } a )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1051</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53320.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( 1 / c ) E \wedge v + e _ { 5 } B \cdot v ] \cdot u \left[ c \equiv l _ { g } ^ { l }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1052</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38841.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Gamma _ { ( { n } ( m , p , \mu ) = - \frac { 1 } { 6 } \operatorname { l n } \frac { m } { \mu } + \mu } + } {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1053</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71612.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/71612.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\dot { q } _ { a } ^ { n _ { a } } = \dot { q } _ { a } ^ { n _ { a } } ( q ^ { n } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1054</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80370.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>A _ { k } ^ { \prime \prime } + [ k ^ { 2 } - V ( \eta ) ] A _ { k } = 0 , \; \; \; V ( \eta ) = g ( g ^ { - 1 } ) ^ { \prime \prime } = \frac { \phi ^ { 2 } } { 4 } - \frac { \phi ^ { 2 } } { 2 } - \frac { \phi ^ { 2 } } { 2 } - \frac { \phi ^ { 2 } } { 2 } - \frac { \phi ^ { 2 } } { 2 } - \frac { \phi ^ { 2 } } { 2 } - \frac { \phi ^ { 2 } } { 2 } - \frac { \phi ^ { 2 } } { 2 } - \frac { \phi ^ { 2 } } { 2 } - \frac { \phi ^ { 2 } } { 2 } - \frac { \phi ^ { 2 } } { 2 } - \frac { \phi ^ { 2 } } { 2 } - \frac { \phi ^</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1055</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55497.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/55497.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>T ( z ) T ( 0 ) = \frac { c } { 2 z ^ { 4 } } + \frac { 2 } { z ^ { 2 } } T ( 0 ) + \frac { 1 } { z } \partial T ( 0 ) + a n n 0 ) + a n n</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1056</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79111.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { 1 } { \sqrt { h } } \partial _ { \tau } \frac { 1 } { \sqrt { h } } \; \; } } o r } r } \; \; \sqrt { h } \partial _ { z } \frac { 1 } { h ^ { 3 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1057</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49490.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/49490.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { d ^ { 2 } } { d \rho ^ { 2 } } ( 4 \sqrt { 2 } \chi ) = 4 Q _ { m } ^ { 2 } A ^ { 2 } e ^ { 2 \sqrt { 2 } ( \phi + x ) } + 4 Q _ { e } ^ { 2 } A ^ { 2 } e ^ { - 2 \sqrt { 2 } ( \phi - \chi ) } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1058</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53951.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Gamma ( \sigma ) = - i \mathrm { T r } \, L n \, [ i \gamma ^ { \mu } D _ { \mu } - \sigma ] - \frac { 1 } { 2 G } \int d ^ { 4 } x } x</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1059</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84790.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/84790.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>W = - \frac { 1 } { 2 } \left( \frac { 1 } { m _ { 1 } } + \frac { 1 } { m _ { 2 } } \right) ( F \tilde { F } ) ^ { k + 1 } + \lambda _ { 1 } Q X _ { 1 } \tilde { Q } + \lambda _ { 2 } Q ^ { \prime } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1060</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65582.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/65582.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>| 3 \rangle _ { w } ^ { H } \equiv \frac { | 1 \rangle _ { a } | 2 \rangle _ { b } + | | \rangle _ { { } } | \rangle _ { b } } { \sqrt { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1061</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/31853.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/31853.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal L } _ { s p n n } ^ { ( 2 ) } [ F ] + \Delta { \cal L } _ { s p l n } ^ { \prime ( 2 ) } [ F ] \sim \operatorname { l n } ( m ^ { 2 } T _ { 0 } ) ( 4 \pi ) ^ { - 4 } e ^ { 4 } F ^ { 4 } F ^ { 4 } F</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1062</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7872.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F _ { M N } = \partial _ { M } A _ { N } - \partial _ { V } A _ { H } + [ A _ { M } , A _ { N } ] , \quad R _ { M N } ^ { a b } = \partial _ { M } \omega _ { m } ^ { a b } - \partial _ { N } \omega _ { m } ^ { a b } + [ \omega _ { M } , u _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1063</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51041.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/51041.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\langle A _ { 0 } \rangle _ { R _ { 1 } } = \langle A _ { 0 } \rangle _ { R _ { 2 } } = \cdots = \langle A _ { 0 } \rangle _ { R _ { N } } = \langle A _ { 0 } = \langle A _ { 0 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1064</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58128.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tau _ { C J } = \frac { 1 } { 2 2 ^ { ^ { + } { 2 } + } 2 } + 1 } \left[ \frac { } } \left[ { \frac { \sum _ { - } } ^ { } } { { { } } p _ { 2 } p ^ { 2 } + 1 ) ^ { 2 } + i / 2 \pi _ { n } + } \\ { - { \frac { 2 } {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1065</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13456.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \partial \partial { L } _ { 2 } } { \partial s _ { 2 } } = 2 \Sigma ^ { 2 } t } t { 2 } - \frac { 2 s _ { 2 } } { y ^ { 2 } + s _ { 2 } ^ { 2 } } 2 } } } ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1066</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94684.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/94684.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S _ { G } ^ { 5 } [ A , J ] \ = \ S _ { G } [ A ] ~ + ~ S _ { g f } [ A ] + \int d ^ { 4 } x \, J _ { \alpha } ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1067</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68789.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/68789.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\theta ( x , x ^ { 4 } ) : = ( x , - x ^ { 4 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1068</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/92346.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/92346.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d ( e ^ { 2 \Delta } v ) = 0 \ , \qquad d ( e ^ { 4 \Delta } J ) = - 2 \, e ^ { 4 \Delta } * G \ , \qquad d ( e ^ { 3 \Delta } \Omega ) = ~ ~ ~ d ( e ^ { 3 \Delta } \Omega ) =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1069</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19033.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal S } = \frac { a } { 2 c } \int _ { _ { 0 } \int { { { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1070</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72986.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/72986.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>q ^ { 2 } A ( y , q ) + \alpha ^ { \prime } g ( A \star A ) ( y , q ) = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1071</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80472.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H _ { 0 } [ \phi , \tau ] \equiv \frac { 1 } { 2 } \int d x \left( \pi ( x ) ^ { 2 } + \phi \left( x \right) \left( m ^ { 2 } - \nabla _ { x } ^ { 2 } \right) \phi \left( x \right) \right) \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1072</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49496.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Phi _ { \alpha } \left( q _ { i } , p _ { i } ; \bar { q } _ { _ { , } , { i } \right) = 0 ; 0 ; = 1 , 1 , . , m &lt; 2 ( n - 1 )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1073</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89594.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/89594.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f _ { k } ^ { \prime \prime } - \frac { 3 } { z } f _ { k } ^ { \prime } - \left( k ^ { 2 } + \frac { m ^ { 2 } R ^ { 2 } } { z ^ { 2 } } \right) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1074</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101246.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { \xi } ^ { \hat { \mu } } = \delta ^ { \hat { I } \, - \Lambda ^ { ( 0 ) } + \frac { m _ { 2 } } { 2 } ^ { \prime } ) \hat { } ) \hat { p }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1075</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102028.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname* { l i m } _ { \mu \rightarrow \infty } \frac { ( k + \tau + 1 / 2 ) } { M ^ { ( k + i + 1 / 2 ) } } \sum _ { n = 0 } ^ { M } \frac { \Gamma ( m + k + t + 1 / 2 ) } { n ! } = 1 \quad \mathrm { { l n t e g e r } k &gt; 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1076</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2615.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/2615.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\tilde { Q } \Phi = Q \Phi + g ( \Psi _ { 0 } \star \Phi + \bar { \Phi } \star \Psi _ { 0 } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1077</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30900.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>3 | F _ { 3 } ^ { ( 4 ) } = [ L _ { 3 } ^ { 2 } L _ { 1 } ] ^ { ( 4 ) } + [ L _ { 2 } ^ { 2 } L _ { 1 } ] ^ { ( 4 ) } + [ L _ { 3 } ^ { 2 } L _ { 2 } ] ^ { ( 4 ) } + 2 [ L _ { 3 } L _ { 2 } L _ { 1 } ] ^ { ( 4 ) } - [ \Sigma ] _ { 2 } L _ { 1 } ] ^ { ( 4 ) } - [ \Sigma ] _ { 2 } L _ { 1 } ] ^ { ( 4 ) } - [ \Sigma ] _ { 2 } L _ { 2 } ] ^ { ( 4 ) } - [ \Sigma ] _ { 2 } L _ { 2 } ] ^ { ( 4 ) } - [ \Sigma ] _ { 2 } L _ { 2 } ] ^</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1078</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95411.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left| i \psi _ { ( 2 n + \lambda ) \hbar \sqrt { \beta } } \rangle | \; \; \; n \in \mathrm { \boldmath ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1079</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/27407.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/27407.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D _ { 2 } ( x _ { 1 } , x _ { 2 } ) = R _ { 2 } ^ { \prime } ( x _ { 1 } , x _ { 2 } ) - A _ { 2 } ^ { \prime } ( x _ { 1 } , x _ { 1 } ) - A _ { 2 } ^ { \prime } ( x _ { 1 } , x _ { 1 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1080</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25734.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/25734.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\mathrm { a n t i g h } \left( z ^ { A } \right) = 0 , \; \mathrm { a n t i g h } \left( \eta ^ { \Gamma } \right) = 0 , \; \mathrm { a n t i g h } \left( { \cal P } _ { \Gamma } \right) = 1 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1081</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86821.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/86821.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A \cdot B = A ^ { + } B ^ { - } + A ^ { - } B ^ { + } - \bar { A } \cdot \vec { B }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1082</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/76033.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V _ { \pm } = \operatorname { e x p } \left[ \mp i \pi \int _ { x } ^ { + \infty } d ^ { 2 } y \frac { 1 } { e } \partial _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1083</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93219.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/93219.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { z } \partial _ { \bar { z } } \varphi _ { c l } ( z , \bar { z } ) = \frac { 1 } { 2 } e ^ { \varphi _ { d } ( z , \bar { z } ) } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1084</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68992.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/68992.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma _ { T } = m ^ { - 2 } T _ { 0 } \frac { \partial m ^ { 2 } } { \partial T T }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1085</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/21249.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { B ^ { i } \tilde { B } _ { j } - ( d e t M ) ( M ^ { - 1 } ) 1 } ) _ { { i } } { \Lambda ^ { 2 ^ { 2 N _ { 1 } } + m _ { m _ { { i ^ { i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1086</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102892.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102892.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f ( k , \varphi ) = \sum _ { m = - \infty } ^ { \infty } f _ { m } ( k ) \frac { e ^ { - i m n } } { \sqrt { 2 \pi } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1087</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96135.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\bar { Q } = - \xi W _ { \chi } = \xi { { \chi } = =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1088</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93279.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\mu _ { ( 1 ) } ( y ) = - \frac { 1 } { 5 4 \hat { T } ^ { 1 / 3 } } \frac { 3 ( \hat { z } _ { + } ( y ) ^ { 2 / 3 } + \hat { z } _ { - } ( y ) ^ { 2 / 3 } ) + 1 1 \hat { T } _ { - } ( y ) ^ { 2 / 3 } + \hat { T } ^ { 1 / 3 } + \hat { T } ^ { 1 / 3 } } { ( T } ^ { 1 / 3 } ( y ) ^ { 2 / 3 } + \hat { z } _ { - } ( y ) ^ { 2 / 3 } + \hat { T } ^ { 1 / { 1 / 3 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1089</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/39780.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/39780.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { \dot { a } ^ { 2 } } { a ^ { 2 } } + \frac { k } { a ^ { 2 } } = \frac { 8 \pi G } { 3 } \rho _ { \Lambda } \equiv H ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1090</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91169.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( C _ { + } { ) ( t ) = \bar { = } _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1091</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69064.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V _ { [ \tilde { C } , \hat { F } ] } = V _ { [ E , \tilde { F } ] } = \frac { V _ { E , , { F } } - } { } 2 } V _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1092</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35186.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left( B _ { } _ { ^ { 2 } = 0 \quad = 0 i f } \quad { \cal G } ( F ) } (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1093</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7916.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>P _ { 1 } \frac { d \Phi ^ { 1 } } { d r } = - 2 - 2 r ) ^ { ^ { \Lambda \Sigma } I m } m } { \cal N } _ { \Lambda Z , \Gamma \Delta } f _ { \Gamma ~ { X } ^ { { } ^ { \Gamma { \Delta _ { \ { X } ^ { { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1094</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68669.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Z [ J ] = \int { = \int } \Phi D } \Phi { i S [ \Phi ] + i \int d } x d } x J ( x ) ( x ) * ) ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1095</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53216.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/53216.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\dot { x } _ { 1 } = \{ \chi _ { 1 } , H \} \} \}</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1096</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72335.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\begin{undefined} { R ) = { \begin{undefined} { 1 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } 0 } 0 } &amp; { 0 } &amp; { &amp; { &amp; { &amp; { i { } R } R , \end{undefined} \end{undefined} \right) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1097</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26250.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26250.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ \hat { P } ^ { c } \cdot { \cal A } ] _ { \mu } ( x ) = { \cal A } _ { \mu } ( x ) - \frac { \partial } { \partial x ^ { \mu } } \int _ { Y \in c ( x , x _ { 0 } ) } d Y ^ { \nu } { \cal A } _ { \nu } ( Y )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1098</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3854.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>y ( Z _ { y } ) = \int _ { ( Z _ { y } ) } ^ { 0 } \frac { d u } { a ( u ) } = \int _ { 0 } ^ { 2 y } \frac { } _ { y } } { | }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1099</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68321.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/68321.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { \mu } \Psi _ { a } = U _ { \mathrm { e x t } } \left( x ^ { \mu } \right) \bar { U } _ { \mathrm { i n t } } \left( x ^ { \mu } , x ^ { m } \right) \left( \partial _ { \mu } + i m v _ { \mu \alpha } \sigma ^ { \alpha } + i m v _ { \rho c } \sigma ^ { c } \right) \psi _ { n } ^ { i n t }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1100</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82085.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>&lt; n _ { j } &gt; = \frac { 1 } { 2 } T r T r } { j } S ] - 1 + \frac { 1 } { 2 } y 2 } y R ~ \mathrm { \boldmath ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1101</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4428.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>C _ { l m } = \oint \frac { d z } { 2 \pi \pi } z ^ { ^ { m - 1 } V _ { 1 } ^ { \prime } ( p ( p ) p )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1102</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52129.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/52129.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\operatorname* { l i m } _ { F \rightarrow 0 } \langle N \rangle = \frac { 1 } { 2 } \mathrm { s g n } ( m ) , \quad , \quad \Theta { \pi } { 2 } ( \mathrm { m o m } m o</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1103</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100793.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/100793.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>N ( E ) = \frac { 2 E ^ { 3 / 2 } } { 3 b h ^ { 2 } } F \left( \frac { 1 } { 2 } , \frac { 1 } { 2 } ; 1 ; \frac { b ^ { 2 } - g ^ { 2 } } { 2 b ^ { 2 } } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1104</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29866.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T = \frac { \beta ^ { - 1 } } { \sqrt { \nu ( \infty ) } } = \frac { K \, { ^ { 2 \Phi _ { h } } } { 4 \pi R _ { h } ^ { 3 } \sqrt { N \alpha ^ { 2 } { { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1105</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97533.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V ^ { - 1 } \partial _ { \alpha } V = P _ { \alpha } V = ^ { { \alpha }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1106</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32635.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>[ { \cal P } _ { 0 } , X _ { 0 } ] = i , \quad [ P _ { i } , X _ { j } ] = - i \, \delta _ { i j } \left( 1 - \frac { { { { { \, { } { \kappa ^ { 2 } } \right) } \right) { P _ { 0 } / } / , \quad , \quad _ { 0 } , X _ { i } ] = - = - 2 i } { i } { \kappa } } \, } e ^ { } _ { { P _ { b } 0 . }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1107</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/34551.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>D _ { b } \gamma _ { a b } = 2 \beta _ { a b } = 2 K _ { a b } { } ^ { i } \phi _ { i } , \quad D _ { \bar { \gamma ^ { a b } = - 2 \beta ^ { a b } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1108</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/56214.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { 1 } { 2 } \frac { \epsilon ^ { \alpha \beta \gamma } } { \sqrt { g } } \frac { \partial x ^ { \mu } } { \partial q ^ { \alpha } } \frac { \partial x ^ { \mu } } { \partial q ^ { \beta } } e _ { { } ^ { } } e _ { \gamma } ^ { \alpha } \, e _ { j d } ^ { + } { \hat { { } } _ { c d } ^ { + } = { \frac { 1 } { 2 } } { \frac { \partial x ^ { \mu } } { \partial q ^ { \alpha } } } e _ { a } ^ { \alpha } { \frac { \partial x ^ { \nu } } { \partial q ^ { \beta } } } \epsilon _ { b } ^ { \beta } \epsilon ^ { a b c d } \hat { \xi } _ { a d } ^ { { } = e ^ { a \mu } \, \, ^ { b \nu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1109</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44151.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal { x } } ^ { \mu } = n _ { \perp } ^ { \mu } \delta { ^ { + } + m _ { ^ { ^ { + } + m</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1110</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95730.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { G } = \partial \hat { C } - 2 \hat { H } ^ { ( 1 ) } ^ { ( 1 ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1111</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75261.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H = \int d ^ { 3 } x \left[ \frac { 1 } { 2 } E _ { i } ^ { a 2 } + \frac { 1 } { 2 } B _ { i } ^ { a 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1112</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13053.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>M _ { i j } ( q , \bar { q } ) = \frac { 1 - q ^ { 2 h } \bar { q } ^ { 2 H } } { 2 } \left( [ K ] _ { q { { q } } \right) _ { i j } ^ { - 1 } \left[ t _ { i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1113</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16376.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/16376.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>I _ { k - \frac { 1 } { 2 } } \left( r \right) K _ { k + \frac { 1 } { 2 } } \left( r \right) + 1 _ { k + \frac { 1 } { 2 } } \left( r \right) K _ { k - \frac { 1 } { 2 } } \left( r \right) =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1114</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18786.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/18786.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\epsilon = s i g n \; g _ { k + 1 } ^ { c } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1115</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19263.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal L } = \sum _ { j = 1 } ^ { N } i \bar { \Psi } _ { j } \gamma ^ { \mu } D _ { \mu } \Psi _ { j } + \frac { G } { 2 } \sum _ { j = 1 } ^ { N } \left[ ( \bar { \Psi } _ { j } \Psi _ { j } ) ^ { 2 } + ( \bar { \Psi } _ { j } i { { } _ { _ { j } { _ { j } ) ^ { 2 } + ( \bar { \Psi } _ { j } { j } i } { _ { j } \Psi _ { j } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1116</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89403.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/89403.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\langle \mathrm { t r } \Phi ^ { n } \rangle = N ^ { 2 } ( g _ { c } - g ) ^ { \frac { 3 } { 2 } } \left( A _ { 1 } ^ { ( n ) } + A _ { R } ^ { ( n ) } \frac { 1 } { N ^ { 2 } ( g _ { c } - g ) ^ { \frac { 3 } { 2 } } } + \cdots \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1117</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30446.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/30446.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Lambda _ { x } \, G ( x , y , t ) = - \frac { \partial } { \partial t } \, G ( x , y )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1118</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96108.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96108.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta _ { b } = 1 \, - \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1119</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33085.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V = \left( \begin{undefined} { v } \\ { - v } \\ \end{undefined} \right) , \quad \bar { M } V = i \left( \begin{undefined} { A } &amp; { B } \\ { B } &amp; { A } \\ \end{undefined} \right) \left( \begin{undefined} { v } \\ { - \nu } \\ \end{undefined} \right) = } \\ \end{undefined} \right) =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1120</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51268.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal L } = { \cal L } ^ { 0 } + \sum _ { i } t _ { i } \int \phi _ { i } ^ { ( 2 ) } + \sum _ { i } { \bar { t } } _ { i } \int _ { { } } \int { { } } \int _ { i } \int _ { i } \int _ { i } \int _ { i } \int _ { i } \int _ { i } \int } { i } \int } { i } \int } \int i } \int \int \int i } \int \int { i } \int \int { i } } \int { i } } \int { i } } \int { i } } \int { { } } \int _ { i } \int _ { i } \int _ { i } \int _ { i } \int _ { i } \int _ { i } \int _ { i } \int _ { i } \int _ { i } \int _ { i } \int _ { i } \int _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1121</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5354.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { \mathrm { { C { } } = 4 4 e ^ { 2 } } ( \xi ) \int \int ^ { 4 } x x b _ { i } } A _ { 0 } } ^ { i j k } F _ { j k } - 2 2 ^ { i j j } A _ { { } F _ { 0 k } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1122</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68501.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/68501.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>V _ { A _ { i } } \mid 0 \rangle = 0 = 0 = 0 = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1123</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75421.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/75421.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S _ { \mathrm { H C D } } = \frac { 1 } { 4 \Lambda ^ { 2 n } } \int d ^ { 4 } x \, D ^ { n } F _ { \mu \nu } D ^ { n } \Gamma ^ { \mu \nu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1124</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65465.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F ( r ) = \operatorname { c r } \left[ \left[ - \frac { 1 } { \sqrt { 1 + \frac { { ^ { 2 } } { { ^ { \prime } } } } } \sqrt { 1 + \frac { { ^ { 2 } } { { ^ { \prime } } } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1125</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88876.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/88876.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D _ { m } F _ { n \bar { n } } + D _ { n } F _ { n m } + D _ { k } F _ { m n } \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1126</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86481.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>e ^ { e J _ { 0 } ^ { - } } } J _ { - 1 } ^ { - = = J _ { { 1 } ^ { { - - 2 2 J _ { - 1 } ^ { { } - - ^ { 2 } J _ { - 1 } ^ { { } ) e ^ { - - } } ^ { - -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1127</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99422.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/99422.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( x _ { 1 } , x _ { 2 } , x _ { 3 } ) \rightarrow ( u x _ { 1 } , \omega ^ { a } x _ { 2 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1128</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/69583.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/69583.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal L } = \frac { 1 } { 2 } [ \partial _ { \mu } \phi \partial ^ { \mu } \phi - m ^ { 2 } \phi ^ { 2 } - \xi { \cal R } \phi ^ { 2 } ] .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1129</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12499.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/12499.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\vec { F } _ { \mu \nu } ^ { \hat { N } } \left( \vec { x } \right) = - g _ { m } \varepsilon _ { \mu \nu \lambda } \partial _ { \lambda } \int d ^ { 3 } y D _ { 0 } \left( \vec { x } - \vec { y } \right) \vec { p } ^ { j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1130</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79299.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { g f } = - \frac { \mu ^ { \epsilon } } { 3 2 \pi G } \int d ^ { d } x \, \sqrt { - g } \, g _ { \mu \nu } \chi ^ { \mu } \chi ^ { ^ { \chi</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1131</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7553.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = 2 d u d v + A _ { \mu } ( u , x ^ { i } ) d x ^ { \mu } d u - g _ { i j } ( u , x ^ { i } ) d x ^ { i } d x ^ { j } \ , \quad l ^ { \mu } A ^ { A } { { } ~ , ~ ~ ~ ~ l ^ { \mu } A ^ { j } ~ , ~ ~ ~ ~ l ^ { \mu } A ^ { j } ~ , ~ ~ ~ ~ l ^ { \mu } A ^ { \mu } ~ , ~ ~ ~ ~ l ^ { \mu } A ^ { \mu } ~ , ~ ~ ~ ~ l ^ { \mu } A ^ { \mu } ~ , ~ ~ ~ ~ l ^ { \mu } A ^ { \mu } ~ , ~ ~ ~ ~ l ^ { \mu } A ^ { \mu } ~ , ~ ~ ~ ~ l ^ { \mu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1132</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2807.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/2807.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>K _ { i j } ( x ) = \left( x + \frac { i } { 2 } ( \rho ^ { + } \rho + 1 ) \right) \delta _ { i j } + i \vec { \sigma } _ { i j } p ^ { + } \frac { \vec { \sigma } } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1133</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65504.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/65504.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>2 \dot { ( B = { B } ^ { 2 } + 2 } + \tilde { \sigma } ) e ^ { - ( \sigma - \sigma ) / 2 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1134</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77556.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta _ { ( 1 ) } ^ { a } { \cal L } _ { A P E G T } = \int d ^ { 4 } x { \frac { C _ { 1 } \sigma ^ { 2 } g ^ { 2 } } { 8 \pi ^ { 2 } } } * B _ { \mu \nu } ^ { i } ( x ) I ^ { \mu \nu \alpha \beta } } \left[ _ { { } ( \alpha ) - f _ { { } ( \alpha ) ) \frac { \partial _ { \lambda } \partial ^ { { } } { M _ { A } ^ { 2 } } } + f _ { 2 } ( \alpha ) ) \frac { { \partial _ { \lambda } \partial ^ { \lambda } ) ^ { 2 } } { M _ { { } ^ { { } } } \right] \right] B _ { { \alpha , } ^ { \prime } ( x ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1135</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30935.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/30935.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { 1 } { 2 } \frac { g N } { \pi } \int d ^ { 2 } x \left( \partial _ { \mu } \Phi ^ { ( 1 ) } ( x ) \right) \Big ( \partial _ { \mu } \Phi ^ { ( 1 ) } ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1136</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60354.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/60354.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>K ( x ) : = A ( x ) \cdot B ( x ) \cdot B ( x ) \cdot B ( x ) \cdot B ( x ) \cdot B ( x ) \cdot B ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1137</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52667.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V ( \varphi , T ) \sim \frac { ( L \varphi ) ^ { 3 } } { \epsilon ^ { 2 } k T } \left\{ C _ { 1 } \operatorname { l n } ( \mu ^ { 2 } \epsilon ) + C _ { 2 } \operatorname { l n } \varphi ^ { 2 } + c { n \mathrm { \mathrm { m b e r } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1138</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/76432.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>C _ { \mathrm { i } } \left\{ \begin{undefined} { y = \Lambda ^ { 2 } ( N _ { f } + N } \\ { \\ { 0 , } \\ { \right.</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1139</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16814.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>g _ { g , { } ^ { 0 , 0 } = e ^ { \sigma } \delta \delta j { i j } \, , \, g _ { { , , \nu } ^ { { , , } = e ^ { - 2 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1140</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64656.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f ( \chi ) = \left\{ \begin{undefined} { \operatorname { s i n } \chi } &amp; { \mathrm { 4 o r } } &amp; { \kappa = 1 \, , } \\ { \operatorname { s i n h } &amp; { x = 0 } 0 { , } \\ { \operatorname { s i n h }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1141</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95146.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/95146.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>L = ( D _ { \mu } \phi ) ^ { * } ( D ^ { \mu } \phi ) - m ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1142</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93068.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>G _ { n } ( w ) = \sum { \frac { 1 } { \sigma ^ { n } } } = \sum { \frac { 1 } { ( q \omega _ { 1 } + p _ { 1 } + p _ { 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1143</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36108.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/36108.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>F _ { \nu , \alpha \beta } ( x , y ) = H _ { \nu \alpha \beta } ^ { \nu } ( x , y ) + H _ { \nu \alpha \beta } ^ { \nu } ( x , y )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1144</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84899.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/84899.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>m \cdot \vec { k } _ { 1 } ^ { e x ^ { \prime } } \, + \, n \cdot \vec { k } _ { 1 } ^ { e }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1145</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88359.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ = \frac { 1 } { 2 6 { 2 6 ^ { 2 } } \frac { 1 } { 2 5 6 \pi m }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1146</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7171.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>e _ { 1 } = s _ { 1 } + s _ { 2 } - s _ { 3 } , \quad e _ { 2 } = s _ { 1 } - s _ { - s _ { _ { 3 } } { 3 } ~ , ~ ~ ~ ~ c _ { 3 } = - s _ { 1 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 } + s _ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1147</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101567.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/101567.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>T _ { a } ^ { \prime } \sim [ - i \sigma _ { a } / 2 \otimes 1 _ { 2 \alpha 2 } ]</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1148</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71344.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/71344.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S _ { K , u } = k \Big ( \frac { 1 } { u } S _ { P C M } + S _ { W Z }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1149</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82339.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82339.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\xi ( T ) \frac { d \xi ( T ) } { d \tau } - \xi ( - T ) \frac { d \xi ( - T ) } { d \tau } = E _ { 0 } \int _ { - T } ^ { T } \xi ^ { 2 } d \tau .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1150</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33137.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Delta r _ { m a x } = + \frac { 3 2 \pi n ^ { 2 } r _ { { _ { { { } } { g N r _ { 0 } ^ { 7 } } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1151</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88592.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/88592.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta _ { \epsilon } \varphi = A _ { \alpha } \epsilon _ { \epsilon }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1152</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37799.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/37799.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>v _ { q } ^ { - } F v _ { q } ^ { + } = 0 ; \quad v _ { q } ^ { + } F v _ { + } ^ { + } = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1153</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35613.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { f } = \frac { c _ { \alpha } \alpha - \beta } { ( \alpha - \beta ) ^ { 2 } } } } { \alpha - \beta } { \alpha } \right| ^ { } \right| ^ { g ( - 1 } g (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1154</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71172.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/71172.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi \rightarrow \phi , \quad \xi \rightarrow e ^ { 2 \pi u x _ { 2 } / R _ { 2 } } \xi , \quad \eta \rightarrow e ^ { 2 \pi i x _ { 1 } / R _ { 2 } } \eta _ { 2 } \eta ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1155</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13406.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S = - \tau _ { 2 4 } \int d ^ { 2 } x \sqrt { | d e t } t } \, g _ { 2 } ^ { \prime } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1156</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15058.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15058.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( S _ { 2 } ) _ { i j } = ( P _ { 1 3 } ) _ { i j } + ( P P _ { i } ) _ { i j } + ( P P _ { i } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1157</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3179.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/3179.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\int d ^ { 4 } x a ^ { 2 } ( t ) e ^ { - K ( T ) / 3 } \sqrt { - g } R ( g ) \ge \int d ^ { 4 } x \sqrt { - g _ { E } } ( R ( g _ { E } ) - 6 g _ { E } ^ { \mu \nu } \partial _ { \mu } \operatorname { l n } a \partial _ { \nu } \operatorname { l n } a _ { \nu } \operatorname { l n } a _ { \nu } \operatorname { l n } a _ { \nu } \operatorname { l n } a _ { \nu } \operatorname { l n } a</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1158</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47902.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\partial _ { 0 } \phi ( x _ { 0 } , x ) | _ { | _ { 2 } = 2 } = \epsilon ^ { - \lambda } \partial _ { i } \phi ( } \phi</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1159</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43002.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>- 2 p \cdot \varepsilon ( k _ { 2 } ) k _ { 2 } \cdot \varepsilon ( k _ { 1 } ) ] \, C _ { a b { C _ { b l l C _ { _ { } C _ { l } } { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1160</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85093.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F _ { p } = - \frac { \pi ^ { 2 } \tilde { V } _ { 3 } N _ { 3 } T ^ { 4 } } { 4 } \sum _ { n = 1 } \frac { ( 2 n - 1 ) ! ! } { 2 ^ { n } ( n + 1 ) ! } \left( \frac { \pi T } { u }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1161</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55783.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\dot { A } _ { i _ { 1 } . . . . _ { { - } } - \frac { 1 } { 5 ! } \epsilon _ { i _ { 1 } \cdots i _ { 4 } j _ { 1 } \ldots j _ { 5 } } F ^ { j _ { 1 } \ldots j _ { 5 } } = 4 \, \partial _ { [ i _ { 1 } } u _ { i _ { 2 } i _ { 2 } } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1162</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/21893.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/21893.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta ^ { 2 } = 2 ( D - 3 ) ( D - 4 ) \lambda \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1163</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26792.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>w ( x , y , z / k , l ) = w ( x , y , z | k - l ) \Phi ( t ) , ~ ~ w ( x , y , z ) = \prod _ { j = 1 } ^ { l } \frac { y } { z - x \omega ^ { l } } , \; k , , \in Z Z Z { , l }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1164</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55223.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { B } = \mathrm { c o n s t } + \frac { 1 } { \gamma ^ { \prime } g _ { s t r } } \int \mathrm { t r } \left( F - B - B</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1165</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50773.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/50773.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>E _ { \alpha } , E _ { \alpha } , E _ { c } { c } , \dot { \alpha } = 1 , 2 ; c = 1 , = 1 , )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1166</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19647.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ ^ { i } + Q ( t ) g ^ { i } = - \tilde { - } ^ { i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1167</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/76158.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>n _ { a } = \frac { 1 } { 8 \pi } ( K ^ { - 1 } ) _ { a b } \int d ^ { 3 } x \epsilon _ { \mu \nu \rho } \partial _ { \mu } F _ { \nu \rho } ^ { b } b } \quad ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1168</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6802.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname* { { m b e x } Q ~ Q ~ ~ { ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1169</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85077.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>K \, = \, \int \frac { \delta H } { \delta u ( x ) } } } \, \, \eta ( x ) \, d x \, \, \; 3 \; \, 3 \, \zeta \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1170</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9742.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F _ { l , r } = F _ { l , r + 2 ( N + 2 ) } = F _ { N - 2 - l , , + l + l , + l + l , + l , , + l , + l , , + l , + l , , + l , + l , , + l , + l , , + l , + l , , + l , , l , , + l , , + l , , l , , + l , , + l , , l , , + l , , s l , , + l , , + l , , + l , , l , , , l , , , l , , , l , , l , , , l , , , l , , , l , , , , , , l , , , l , , , l , , , l , , , , , , l , , , l , , , l , , , l , , , l ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1171</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94993.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\langle \hat { t } , \stackrel { \phi } { \phi } \rangle \propto \int d ^ { 3 x - 1 } p ^ { \prime } d ^ { \prime \nu } q _ { 1 } ^ { \prime } t _ { 1 } ^ { [ \hat { t } _ { 2 } ^ { M } ( q ^ { \prime } ) \psi _ { i q ^ { \prime } ) \psi _ { i { i n ( p ^ { \prime } ) \psi _ { [ _ { ] } ( p ^ { \prime } ) \psi _ { \mu \nu { ] } ( p ^ { \prime } ) \psi _ { \mu \nu \nu } ( p ^ { \prime } ) ) _ { { \nu \nu } ( p ^ { \prime } ) ) _ { \mu \nu \nu } ( p ^ { \prime } ) ) { { \nu \nu \nu ( ( p { { } ) ) ) { { \nu</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1172</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32583.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/32583.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sum _ { k = 0 } ^ { n - 1 } \frac { 1 } { k + y } = \psi ( n + y )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1173</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/92466.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { a } = \sum _ { k } \tilde { a } ( k ) \operatorname { e x p } ( i i i i i i i i i n )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1174</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/56114.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/56114.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\psi = \psi + \Phi</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1175</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/41533.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Z _ { ( } ( - { \frac { 1 } { \pi } } ) = 3 ^ { - 1 1 } \tau ^ { - 1 2 } _ { 0 } 0 } { 0 } ( \tau ) + n _ { 1 } Z _ { 1 } ( \tau ) + n _ { 2 } Z _ { 2 } ( \tau ) + n _ { i } Z _ { _ { ( \tau ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1176</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16578.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname { e x p } \left[ - { \frac { i } { 2 } } \int d ^ { d + 1 } X { \tilde { F } } _ { I } A _ { I J } _ { J } \right] = \int } \right] = \int \left[ \prod _ { X { 0 } [ t } A _ { I J } ( X ) ] ^ { - 1 } \prod _ { } \prod _ { { } { \cal D } \tilde { F } _ { I } ( ( ) X } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1177</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82411.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>| \vec { \Omega } , a _ { 1 } , . . . , a _ { D } \rangle \equiv | \bar { \Omega } \rangle \otimes | a _ { 1 } , . . . , a _ { 1 } , . . . , a _ { 1 } , . . . . a _ { 1 } , . . . .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1178</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99737.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( ( \delta _ { \theta _ { 2 2 } t _ { 2 1 } } ) ( \delta _ { \theta _ { 1 1 } \gamma _ { 3 1 } } \delta _ { \theta _ { 3 2 } \gamma _ { 2 2 } } ) \cdots ( \delta _ { \theta _ { k - 1 , 1 } \gamma _ { k - 1 1 } } \cdots \delta _ { \theta _ { k - 1 , k - 2 } \theta _ { k - 1 } b - 1 , k - l - 1 - k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k - 1 , k -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1179</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67502.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\theta = ( p \xi ) + i e \delta ( F \xi ) \qquad \xi ) \qquad } = ( p = ( p } ) - i e \delta ( F \xi (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1180</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/78094.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/78094.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( { \cal S } ^ { \prime } , { \cal S } ^ { \prime } ) ^ { \prime } = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1181</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72476.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/72476.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>t = \int _ { 0 } ^ { \tau } d \tau ^ { \prime } \, e ( \tau ^ { \prime } ) , \quad T = \int _ { 0 } ^ { 1 } d \tau \, e ( \tau )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1182</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26328.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\sigma : = \left( \begin{undefined} { 0 } &amp; { 1 } \\ { - 1 } &amp; { 0 } \\ \end{undefined} \right) , \qquad \tau : = \left( \begin{undefined} { 1 } &amp; { 0 } &amp; { 0 } \\ { 0 } &amp; { - - 0 } \\ \end{undefined} \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1183</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24452.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F = \frac { 1 } { 5 } A - B + C + \frac { 3 } { 5 } D \qquad \qquad } D \qquad \qquad { 3 } { 5 } A + B + + \frac { 1 } { 5 } } D</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1184</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88260.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/88260.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>L _ { s } ( x ) = \frac { x - y _ { s } } { \sqrt { q _ { 0 } ( x ) } \left( | x - y _ { s } | ^ { 2 } + | q _ { s } | ^ { 2 } \right) | x - y _ { s } | ^ { 2 } } q _ { s } ^ { \pm } u u u .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1185</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/46629.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { \Phi } = \hat { B } ^ { - 1 / 2 } \hat { \varphi } \hat { B } ^ { - 1 / 2 } = \hat { B } ^ { - 1 / 2 } \left( \begin{undefined} { \hat { p } ^ { R } } &amp; { 0 } \\ { 0 } &amp; { \hat { \varphi } ^ { L } } \\ \end{undefined} \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1186</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80880.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\xi ^ { \prime } + A _ { k } ^ { k } ^ { { } \xi ^ { \alpha _ { k } ^ { k } ^ { k } \xi ^ { \alpha } = - \alpha ^ { k } ^ { k }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1187</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98321.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { d } { d s } C _ { i } = \frac { 1 } { 2 } \epsilon _ { i j k } C _ { j } _ { j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1188</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82038.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82038.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { q } ^ { 4 } = 6 \langle \hat { q } ^ { 2 } \rangle \hat { q } ^ { 2 } - 8 \langle \hat { q } ^ { 3 } \rangle \hat { q } + 6 \langle \hat { q } \rangle ^ { 4 } - 3 \hat { \hat { a } } ^ { 2 } \rangle ^ { 2 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1189</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/27939.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/27939.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>K _ { \nu } ( z ) \sim \sqrt { \frac { \pi } { 2 a } } e ^ { - z } \sum _ { k = 0 } ^ { \infty } \frac { \Gamma ( \nu + k + 1 / 2 ) } { \Gamma ( k + 1 ) \Gamma ( \nu - k + 1 / 2 ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1190</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7746.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \partial x _ { a } ^ { T } ( \xi ) } { \partial q } } } \; - f ( r ( \xi ) ) x _ { \alpha } ^ { T } ( \xi ) \; , \qquad f r \; \; \; \; \; f r e c { \partial r } ( \xi ) ) _ { \; - \; f ( r ( \zeta ) ) r ( \xi ) \; .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1191</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65209.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>N = \frac { P D } { 2 \pi } \int d z R \sqrt { 1 + { + { } ^ { 2 } } = \frac { P D S } { ( 2 \pi ) ^ { 2 } } , } } } , = \int d z d \theta R \sqrt { 1 + R + R }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1192</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/105.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/105.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>&lt; \frac { 1 } { 2 } , m _ { s } | \psi | { - } ^ { ( \frac { 1 } { 2 } ) } ( g ) &gt; \equiv D _ { m _ { 1 } - \frac { 1 } { 2 } } ^ { ( \frac { 1 } { 2 } ) } ( g ) = &lt; g , 1 + \frac { 1 } { 2 } | T _ { m _ { s } - } ^ { \frac { 1 } { 2 } } | g ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1193</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/92230.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/92230.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>h _ { \sigma } ( \ldots . . , q ] \ldots ) = \delta ^ { 4 } ( p + q ) \delta ( p ^ { 2 } - m ^ { 2 } ) \{ \omega ( p ) F ( \varphi ) + \epsilon ( p _ { 0 } ) G ( p ) \}</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1194</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16082.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int d ^ { p } x \, \sqrt { g } \, C ^ { i } \Psi _ { i j } ^ { * } \partial _ { i } \Psi _ { \omega } = \Omega _ { H } \int d ^ { 0 } x \, \sqrt { g } \, \Psi _ { u } ^ { * } \partial _ { \phi } \Psi _ { \omega } = = D {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1195</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/74918.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\overline { { G } } _ { 2 } ( g _ { 1 } ; g _ { 2 } ) = \frac { 1 } { M ^ { 2 } - M ^ { 2 } - M ^ { 2 } - M ^ { 2 } - M ^ { 2 } - M</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1196</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13648.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>k _ { + } = 0 . 9 0 8 5 . . . , ~ ~ ~ ~ K = ( } { G } { \prime } } ) ^ { 2 / { 2 / 1 } \times 1 . 0 6 5 8 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1197</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55072.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/55072.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d { \cal W } = \frac { 4 \pi } { 2 - \beta \operatorname { c o s } \Phi \Phi }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1198</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70115.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\; \; \; \; \; \; \; { i { { { } ^ { { \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1199</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/544.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname { l o g } \, Z \left( \beta \right) = \frac { f \left( 0 \right) } { 2 } - I \left( 0 \right) - 2 \sum _ { n = 1 } ^ { \infty } I \left( n \right) \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1200</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85996.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\vec { f } _ { F } ^ { ( 1 ) } ( x ; \omega ) = \frac { 1 + i \gamma ^ { 1 } } { 2 } \vec { f } _ { F } ( x ; \omega ) = \frac { 1 } { 2 } \left( \begin{undefined} { \xi _ { F } ^ { + } ( x ; \omega ) - \bar { f } _ { F } ^ { - } ( x ; \omega ) } \\ { - \tilde { f } _ { F } ^ { + } ( x ; \omega ) + \bar { f } _ { F } ^ { - } ( x ; \omega ) } \\ { - \tilde { f } _ { F } ^ { + } ( x ; \omega ) + \bar { f } _ { F } ^ { - } ( x ; \omega ) } \\ \end{undefined} \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1201</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75445.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/75445.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\langle A ( x ) , B ( y ) ] ] = \operatorname* { l i m } _ { \tau \tau + 0 } ( \langle A ( \tau , x ) B ( 0 , y ) \rangle - \langle A ( - \tau , x ) B ( 0 , y ) \rangle \rangle \rangle</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1202</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/4027.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal D } ^ { 2 } = \eta ^ { m n } D _ { m } D _ { n } + i \sigma ^ { m n } ( D _ { m n } ^ { m } D _ { p } + R _ { m n } ^ { m } \sigma _ { p q } + F _ { m n } ^ { { } ) + \gamma ^ { m } ( D _ { m } \gamma ^ { n } ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1203</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/40568.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/40568.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta _ { \omega } g _ { \mu \nu } = { \cal L } _ { z } g _ { \mu \nu } - \frac { 1 } { 2 } g _ { \mu \nu } \omega ^ { A } \partial _ { \mu } \xi _ { A } ^ { \rho } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1204</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23782.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left( S ^ { 2 } \right) _ { p } ^ { q } = \delta _ { p , \bar { { } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1205</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/42660.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/42660.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Q _ { 2 } \mid \operatorname { s o l } \rangle = 0 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1206</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84936.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { \chi } = p \gamma + 2 \omega m \hat { \beta } \hat { \beta }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1207</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49652.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { Q 1 } = \frac { 1 } { N } \mathrm { T r } \, \left( \sum _ { i = 0 } ^ { L - 1 } ( M _ { l + 1 } - M _ { i } ) ^ { 2 } + g M M M { 2 } + g</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1208</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/34778.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/34778.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>X ( z , \bar { z } ) = X _ { L } ( z ) + X _ { L } ( \bar { z } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1209</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12446.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Q _ { a } ^ { i } C _ { n } = D _ { \alpha } ^ { ( } ( D ) ^ { n } \phi ^ { n } = { _ { i _ { i } } ^ { { ^ { _ { n } = D _ { i _ { i \dot { ( D ) ( D )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1210</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99233.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\gamma ^ { 0 } = \left( \begin{undefined} { 0 } &amp; { i } \\ { - i } &amp; { 0 } \\ \end{undefined} \right) \quad \gamma ^ { \gamma ^ { \left( \begin{undefined} { 0 } &amp; { 1 } \\ { 1 } &amp; { 0 } \\ \end{undefined} \right) \\ \end{undefined} \right) { \; \; = \left( \begin{undefined} { 1 } &amp; { 0 } \\ { 0 } &amp; { - 1 } \\ \end{undefined} \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1211</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/54754.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Z ( Z } ( 1 } ) = M \operatorname { s i n h } n h } n h } i \operatorname { l o g } S _ { S B _ { s } } ( \theta _ { 1 } - v _ { 2 } ) = 2 \pi I _ { 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1212</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/14242.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { d ^ { 2 } Z _ { i } } { d \tau ^ { 2 } } + R _ { 0 i 0 j } Z _ { j } = }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1213</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29786.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal { \mu } = 4 \, = 4 \, \mu \nu \rho \sigma } \, \sigma } \, r } \left\{ r } \left\{ { _ { \nu } \partial _ { \rho } { \rho } \sigma } - \frac { i } { 3 } { \cal A } _ { \nu } [ } _ { \nu } [ { \cal A } _ { \rho } { \cal A } _ { \sigma } ] \right\} \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1214</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72290.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\bar { \Delta } U = 0 = U = U } = } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1215</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/42787.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \bf e } ^ { a } = d X ^ { a } - i \bar { ^ { \gamma ^ { \theta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1216</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77450.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>M = - \frac { \gamma } { 2 } \int r ^ { 2 } r d ^ { 2 } x = - \frac { \gamma } { 4 } \int _ { } \int _ { { ^ { 2 } } \partial q _ { q _ { ^ { 2 } x = \frac { \gamma } { 4 } \sum _ { s = 1 } ^ { N } \int _ { C ^ { \prime } } q _ { i } n _ { i } ^ { s } d l</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1217</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102061.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T _ { 2 2 } ^ { a b \, t } \, = \, \frac { \partial } { 4 4 { _ { P } ^ { 7 } } } &lt; s _ { K } ^ { a } s _ { K } ^ { b } b } ^ { i j k } \epsilon ^ { I J K } \langle W , \xi | \xi | { W } } _ { _ { \Delta } ( v ) { ) { } _ { _ { \Delta } ( v ) v ) v )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1218</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/54370.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>P _ { \mathrm { t o t } } = \frac { 2 e ^ { 4 } } { 3 m ^ { 2 } c ^ { 3 } } } } | E } | ^ { 2 } \left( 1 + \frac { e ^ { 2 } | 2 } | } | ^ { 2 } } { m ^ { 2 } A ^ { 2 } } \right) } } } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1219</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/87660.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/87660.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( 0 , M - L ) + ( 0 , M - L + 2 ) + \sim ( 0 , M + L ) \longrightarrow ( L , M ) ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1220</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58354.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I ( C _ { s } , w ) = q ^ { - 1 } \int _ { C _ { s } } \left[ \left( \operatorname { e x p } : - \int _ { P _ { t } } ^ { \beta _ { 0 } } A \, ; \right) ^ { * } J ( P _ { s } ) \left( \operatorname { e x p } : - \int _ { D _ { 0 } } ^ { P _ { s } ) } \wedge : \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1221</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/14219.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/14219.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ \bar { Q } Q + m ^ { 2 } ] \, \hat { f } _ { m }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1222</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64231.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>[ A _ { i } ( { ) , } ) , j } ( y ) ] = i \delta _ { ] = i \delta _ { \delta ^ { 2 } ( x ^ { 2 } ( { \bf x } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1223</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72703.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/72703.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta n ( \frac { 1 } { a } - \frac { 1 } { b } ) \approx O ( 6 6 ) ( 6</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1224</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35315.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\begin{undefined} { i } { { i } &amp; { i } &amp; { i } &amp; { i } &amp; { i } \\ { i } \\ \end{undefined} \right) } \\ \end{undefined}</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1225</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68674.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { i j } ^ { N } ( t ) = S _ { i j } ^ { 1 } ( t ) S _ { i j } ^ { { i ( t - 1 ) \cdots S _ { i { } ^ { i { i t - N ) - N )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1226</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49095.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/49095.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S _ { D } = - \int d ^ { 3 } \sigma e ^ { - \phi } \sqrt { - \operatorname* { d e t } G _ { \mu \nu } ^ { r } } + \int ( - e ^ { - \phi } C _ { 3 } + b _ { 2 } \wedge \wedge</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1227</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/60502.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/60502.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal L } = \frac { 1 } { 1 2 } H _ { \mu \nu \lambda } H ^ { \mu \nu \lambda }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1228</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/78530.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/78530.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>n _ { k h } = \frac { 1 } { 2 \omega } ( h k f _ { 3 h } + m _ { R } f _ { 1 { } + m _ { 1 } f _ { 2 } 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1229</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38317.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/38317.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>P = p \operatorname { c o s h } \left( \frac { t } { R } \right) - \frac { \mu x } { R } \operatorname { s i n h } \left( \frac { t } { R } \right) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1230</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/62498.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/62498.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Psi _ { K } \equiv \phi _ { \pm K / 4 } ^ { \pm } \otimes \cdots \otimes \phi _ { \pm } ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1231</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65010.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/65010.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\varepsilon ^ { i } = ( 0 , \varepsilon ^ { 1 } , \varepsilon ^ { 2 } , \epsilon ^ { 3 } , 0 ) ^ { T }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1232</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82301.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>C _ { 2 } ( R ) = N n + \sum _ { i } n _ { i } ( n _ { i } - 2 i + 1 ) - 1 )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1233</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53811.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tau _ { { m { a n } } } = { } = { } ^ { } ^ { \Lambda ^ { \Lambda ^ { \Lambda ^ { 2 } } ^ { { } \left[ \left( \frac { 1 - \epsilon } { 1 + \pi } \right) \frac { r - \left( \frac { { ( \pm } { 2 } } \\ { ( - \left( \frac { 1 2 } } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1234</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/54588.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Omega ^ { p } A \bf A } \Omega ^ { \Omega ^ { \otimes _ { A } \Omega ^ { 1 } A \otimes _ { A } \cdots \otimes _ { A } { A } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1235</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90942.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>[ f ( x ) , g ( x ) ] _ { * ^ { \prime } } = f ( x ) * ^ { \prime } \, g ( x ) - g ( x ) * ^ { { \prime } ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1236</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100395.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>P ^ { - } = \frac { 1 } { 2 p ^ { + } } ( p ^ { i } ) ^ { 2 } + \frac { 1 } { 2 p ^ { + } } \sum _ { n = 1 } ^ { \infty } \left( \alpha _ { - n } ^ { i } \alpha _ { n } ^ { i } + \tilde { a } _ { - n } ^ { i } \tilde { \sigma } _ { n } ^ { i } + n \, S _ { - n } ^ { a } S _ { n } ^ { a } + n \, \tilde { S } _ { - n } ^ { a } \tilde { S } _ { 0 } ^ { a } } \tilde {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1237</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38216.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/38216.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>p R ( p ) _ { \frac { p } { p \rightarrow \infty } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1238</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13798.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/13798.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>q ^ { 1 6 } \sigma _ { q } \gamma _ { 2 } + \alpha _ { 3 } ^ { 3 } \gamma _ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1239</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37018.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/37018.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\beta _ { c } ^ { 2 } \mu _ { 0 } = \frac { ( d - 2 ) \pi } { 3 } - \frac { ( d - 2 ) ^ { 2 } } { 8 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1240</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10482.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>W _ { 0 } = \frac { 1 } { T } \mathrm { T r } \operatorname { l n } \left( - \frac { 1 } { \gamma } D ^ { 2 } - D _ { \mathrm { { \mathrm { u m \mathrm { 2 } + + { } + } ^ { 2 } + \hat { + \hat { } + 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1241</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91247.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Psi ( x ) = \left( \begin{undefined} { \varphi ( x ) } \\ { \Psi ( x ) } \\ \end{undefined} \right) , \; \; \hat { x } ^ { \mu } = x ^ { \mu } \; , \; \; \hat { \pi } _ { \mu } = - i \partial _ { \mu } \; , \; \; \hat { \psi } ^ { n } = \frac { } { { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1242</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86941.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/86941.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>v \, = \, a \left( \delta \varphi + \frac { \phi } { H } \Phi \right) \equiv a Q \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1243</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58244.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/58244.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>V = \Psi _ { i _ { 1 } . . . i _ { 1 } } n _ { i _ { 1 } } . . . n _ { i _ { j } } + . . .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1244</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/40567.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/40567.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>C ^ { 3 } { } _ { 0 \mu } = - \alpha X _ { 0 } ( M ^ { 3 } { } _ { \mu } ) - \beta X _ { 0 } ( K ^ { 3 } { } _ { \mu } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1245</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7205.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { d } { d r } ( e ^ { - \sqrt { \sqrt { 3 } } } } \ell ( r ) ) = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1246</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88727.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/88727.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { i } \Phi = \left( k \sum _ { j \neq i } \frac { P ^ { ( i j ) } } { x _ { i } - x _ { j } } + \lambda ^ { ( i ) } \right) \Phi , \; \; \; \; \; \; i = 1 , 2 , . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1247</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/87973.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Psi _ { 1 } [ R , \Theta ] = \frac { k _ { 1 } ^ { 1 / 2 } } { \pi } \int d y e ^ { - i k _ { 1 } 1 } \Theta ( y ) \Psi _ { 0 } [ \Theta ] \operatorname { e x p } \left[ \int d z \frac { 1 } { R ( z ) } \partial _ { i } \partial _ { i } R ( i } R (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1248</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/92558.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/92558.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { D ^ { 2 } x ^ { \mu } } { D \tau ^ { 2 } } = 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1249</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67825.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/67825.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>V ( z ) = ( A ^ { \prime } ) ^ { 2 } - A ^ { \prime \prime } + P _ { 2 } ( x ( z ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1250</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/89072.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal C } [ \phi ] ( t ) \equiv \frac { 1 } { \sqrt { 2 \pi \pi { l n } } _ { - \infty } ^ { \infty } e ^ { - ^ { - \frac { 2 } { 2 } { 2 { 2 } } { 2 ( t - t ^ { \prime } ) ^ { 2 } } \phi ( t )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1251</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91318.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>- \frac { 1 } { 4 } } } \left\langle Q | { \mu \nu } ^ { ^ { F ^ { ^ { F ^ { \, } | Q } | - { \frac { 1 } { 4 } } \left\langle F _ { \mu \nu } ^ { A } { \cal F } ^ { A \mu \nu } \mu \nu } { \frac { 1 } { 4 } } \langle { \cal F } _ { \mu \nu } ^ { 3 } { \cal F } _ { \mu \nu } ^ { 3 } + { \cal F } _ { \mu \nu } ^ { m } { \cal F } _ { \mu \nu } ^ { m }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1252</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55187.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/55187.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Psi _ { s } ( x ) = \Psi _ { s } ( x , \alpha , n ) = \frac { 1 } { \pi } \left[ L ^ { + } ( x ) \right] _ { m , n ^ { \prime } } \epsilon _ { n ^ { \prime } , \alpha } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1253</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102871.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102871.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>C _ { \pm } = \frac { 1 } { \sqrt { 2 } } \sqrt { \alpha ( \alpha \pm \sqrt { \alpha ^ { 2 } - 4 } ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1254</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19420.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { I } _ { y } \varphi ( x ) = \varphi ( 2 y )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1255</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67268.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/67268.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta _ { j } ^ { ( g r e r ) } = \frac { \beta _ { j } } { 2 } - \frac { \beta _ { j } \gamma _ { j } } { 4 } + \frac { e } { 8 } \gamma _ { b } ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1256</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43286.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>q = - { \frac { a _ { 0 } \tilde { a } _ { 0 } } { \dot { a } _ { o } ^ { 2 } } } = { \frac { I } { 2 H \frac { 1 } { 2 } ( I ^ { - 3 / 2 } \Omega _ { e } + I ^ { - 1 } \Omega _ { - 1 } } } ) + \frac { 1 6 \pi ^ { 2 } G _ { 3 } ^ { 2 } \sigma } { 3 c ^ { 6 } H ^ { 2 } } ( 1 ^ { - 1 / 2 } g + I ^ { - 1 } \theta _ { q } + 2 } + 2 - 1 / 2 } / 2 } q _ { 4 } } ) + I ^ { - 1 } - 1 } \bar { { A _ { 4 } } ) + I ^ { - 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1257</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88034.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Z [ \eta _ { i } ] \equiv \langle e ^ { i \int d ^ { i } { \bf } } } ( x ) x ) { { } ( x ) } \rangle _ { C F T } = Z _ { I I B } [ I I I } } } [ { l i m } _ { { { 0 } ( \chi _ { i } ( x , z ) z ^ { \Delta _ { i } - 4 } ) = \lambda \lambda \lambda { I } } \lambda \lambda</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1258</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77484.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/77484.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>X _ { i } ^ { M } \rightarrow X _ { i \varepsilon } ^ { M } = \left( \Lambda ^ { - 1 } \right) _ { \; \; N } ^ { M } \left( \Theta , \epsilon \right) X _ { i } ^ { N } \; \; ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1259</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29116.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { { } { { } = \alpha ^ { \prime } \prime } { + { x + { x + + _ { s } ^ { \frac { 4 ( k - 1 ) } { \Delta } } \, \left( \frac { d _ { p } } { c _ { p } } g _ { f } ^ { 2 } \right) ^ { \frac { - 2 2 } { \Delta } } \, U ^ { \frac { - 2 } {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1260</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59890.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/59890.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D ^ { 2 } Z \sum _ { f } \left( Q _ { f } ^ { \prime } e ^ { V } Q _ { f } + \overline { { Q } } _ { f } ^ { \dagger } e ^ { - V } \tilde { Q } _ { f } \right) = \frac { N _ { f } } { 2 \pi ^ { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1261</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90263.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I _ { g , { } = \tilde { F } _ { g , n } ( X ) ( X ) \, ( , , { X } ) ) ^ { { } } ^ { 2 2 } 2 } { F - c o c o - c o o</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1262</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9076.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/9076.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\dot { \phi } ^ { 2 } = 6 H ^ { 2 } + m ^ { 2 } \phi ^ { 2 } - 2 V _ { 0 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1263</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/15108.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/15108.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( S _ { 1 } , S _ { 1 } ) _ { \Delta } = i h [ \Delta , S _ { 2 } ] ] _ { \Delta } ]</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1264</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18299.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/18299.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>T = T _ { 2 } - \partial _ { z } ^ { 2 } \phi = ( \partial _ { z } \phi ) ^ { 2 } - \partial _ { z } \psi \psi -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1265</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1381.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Z _ { e j e f ^ { } ^ { k = \sum _ { j = 0 } ^ { k / 2 } / 2 } { j } { \frac { i t } { 2 } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1266</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96702.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Pi = ( \gamma ^ { 1 4 } + \gamma ^ { 2 3 } - \gamma ^ { 5 6 } + 3 \gamma ^ { 3 ^ { } ) \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1267</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16514.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/16514.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta A _ { \mu } ^ { a } = - ( D _ { \mu } u _ { \mu } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1268</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67242.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \frac { 2 p ^ { - } } { \mu } } = \sum _ { n } \left[ e ^ { U _ { 0 } } \, { \frac { s } { J _ { V } } } N _ { n } ^ { r , w } | n | + \sqrt { 1 + e ^ { 2 U _ { 0 } } } \, { \frac { \tau ^ { 2 } } { J _ { V } ^ { 2 } } } \, n ^ { 2 } \, \, \, ^ { 2 } \ } \, \, \, \, n ^ { 2 } \, \, \, \, \, ^ { 2 } \, \, \, \, \, \, \, { 2 } \, \, \, \, \, \, \, ^ { 2 } \, \, \, \, \, \, \, { 2 } \, \, \, \, \, \, \, \, 2 } \, \, \, \, \, \, \, \, \, \, } \, \, \, \, \, \, \, \, \, \, } \, \, \, \, \, \, \, \, \, \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1269</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72059.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Phi = \Phi + \theta ^ { \mu \nu } \Phi _ { \mu \nu } ^ { ( 1 ) } + \theta ^ { \theta ^ { \theta ^ { \rho \sigma } \Phi _ { \mu \nu \rho \sigma } ^ { ( 2 ) } + \cdots } + \cdots \; \; \; \; \; \; \; \; \; \; \; \; \; ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1270</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/88436.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = \frac { 1 } { k ^ { 2 } } ^ { 2 } } \left[ - ( 1 - U _ { T } ^ { ( \pm ) 4 } z ^ { 4 } ) d t _ { \pm } ^ { 2 } + d x ^ { i } d x ^ { i } + \frac { d z ^ { 2 } } { 1 - U _ { T } ^ { ( \pm ) 4 } z ^ { \Lambda } { ^ { \Lambda } ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1271</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79139.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/79139.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>N = \frac { 1 } { 2 \pi } \int d \theta d z F _ { 0 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1272</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20366.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>L _ { S O ( 4 ) / S O ( 3 ) } ^ { 0 } = \frac { r ^ { 2 } } { 2 } T T _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1273</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/14279.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/14279.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( U _ { n } - 2 \eta + U _ { n } ^ { - 1 } ) \Delta _ { r } ^ { r } = - \Gamma \delta _ { n } , \quad \Gamma \; \; \; ~ \Gamma ~ \Gamma ~ ~ ~ \Gamma ~ ~ ~ \Gamma ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1274</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12625.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal W } ( \mathrm { \boldmath ~ ~ } ) = \mu ^ { - 2 } } W ( \mathrm { { { ~ ~ } } } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1275</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82752.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82752.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>a \, r _ { g } \, b ( y ) = \operatorname { e x p } \left( \frac { i \hbar } { 2 } \Lambda ^ { i j } \frac { \partial } { \partial y ^ { i } } \frac { \partial } { \partial z ^ { j } } \right) a ( y ) b ( z ) | _ { z = y } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1276</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75149.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { a _ { \sigma } } { { _ { \sigma } } \rightarrow \left\{ \begin{undefined} { 0 , 0 , \leq - 1 \; , } \\ { \alpha , \; , \; 0 \; , } \\ \end{undefined} \right. \; \; \; } a t } \; R R \; \; \; \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1277</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85075.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/85075.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>4 P _ { a } \gamma ^ { a } \gamma ^ { 0 } - \delta T _ { a b } \gamma ^ { a b } =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1278</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10646.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>[ { \cal { \beta } ^ { \dagger } , \dagger } , { \cal { \alpha } ^ { } ^ { \dagger } ] = { \cal T } _ { \delta } ^ { \dagger } U _ { \alpha \beta } ^ { \dagger \gamma } + { \bar { C } } _ { \gamma } ^ { \dagger } { \cal H } _ { \alpha \beta } ^ { \dagger \nu } , { \cal \Omega } ] ( - 1 ) ^ { \epsilon _ { \alpha } + c _ { \beta } } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1279</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19914.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I _ { p } ( D , s , m ) = \frac { m ^ { 2 - 2 s } } { ( 2 \pi ^ { 1 / 2 } ) ^ { D } \Gamma ( s ) } \left[ \Gamma ( s - \frac { D } { 2 } ) + 4 \sum _ { n = 1 } ^ { \infty } \left( \frac { 2 } { m n 2 } { m n 3 / 2 - s } K _ { D / 2 - s } ( m 2</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1280</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19587.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>a ( l ( \Omega ) - h ( \Omega ) ) &lt; \eta _ { 1 } \mid \eta _ { 2 } &gt; = - &lt; \eta _ { 1 } \mid \hat { l } - \hat { h } \mid \eta _ { 1 } &gt; + a &lt; n _ { 1 } \mid W _ { 1 } \; .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1281</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51688.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/51688.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H ^ { 2 } = \left( \frac { \dot { a } } { a } \right) ^ { 2 } = V / 3 \approx \frac { \xi ^ { 2 } } { 6 } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1282</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72286.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Psi _ { s } ( \alpha ) \equiv \frac { \mu ^ { \epsilon } } { 2 R } \sum _ { n = - \infty } ^ { \infty } \int \frac { d ^ { d - { d - } { ( 2 \pi ) ^ { d - \epsilon } } \left[ p ^ { 2 } + \left( \frac { 2 \pi n } { R } \right) ^ { 2 } + n</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1283</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/40767.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/40767.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \frac { 4 \pi ^ { 2 } } { g _ { 1 } ^ { 2 } } } - { \frac { 4 \pi ^ { 2 } } { g _ { 2 } ^ { 2 } } } = 3 M \operatorname { l o g } ( r / r _ { s } ) = 3 M \operatorname { l o g } ( \mu / \Lambda ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1284</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18208.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/18208.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>3 ( L + \bar { L } ) + 6 ( e _ { L } ^ { c } + \bar { e } _ { L } ^ { c } ) + 3 ( \nu _ { L } ^ { c } + \bar { e } _ { L } ^ { c } +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1285</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67607.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>x _ { \mu } = 2 y _ { \mu } + \eta _ { \mu } , \quad \eta _ { \mu } = 0 \, = 0 \; r } \, 1 , \quad \mu = 1 , \; \mu = 1 , \; \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1286</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61312.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>M _ { \mathrm { f u n i n g } } \simeq 5 \times g _ { \mathrm { G U T } } [ 0 ^ { \mathrm { I } } G e e e { e { T</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1287</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99940.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/99940.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>M ( \sqrt { - \partial ^ { 2 } } ) ~ = ~ \sqrt { - \partial ^ { 2 } } ~ ( \sqrt { - \theta ^ { 2 } } + \frac { e ^ { 2 } } { 8 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1288</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26594.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left( \partial _ { r } ^ { 2 } + \frac { \partial _ { r } } { r } - \frac { ( j - 1 / 2 ) ^ { 2 } } { r ^ { 2 } } - } } } - } - 2 e ^ { 2 } v ^ { 2 } f ^ { 2 } \right) h _ { 4 } - i ( } - i ( r + 2 e ^ { 2 } v ^ { 2 } f ^ { 2 } ( \frac { h _ { 2 } } { \sqrt { 2 } { \sqrt { 2 } } \omega ^ { 2 } } \frac { h _ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1289</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5909.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left( z ^ { 2 } \partial _ { z } ^ { 2 } - z \partial _ { z } - \frac { p ^ { 2 } } { 4 4 ^ { 2 } } z \right) \delta _ { \mu \nu } \mu \nu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1290</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32942.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/32942.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\ell _ { 1 1 } = g ^ { 1 / 3 } \hat { l } _ { s } \quad .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1291</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/48694.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/48694.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\xi ( Z ) = \sqrt { 1 - \frac { \Delta h } { \sigma _ { a } ^ { 2 } Z ^ { 2 } } } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1292</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/45745.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/45745.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\chi ( \tau ) = - \lambda v ^ { 2 } + \lambda \phi _ { i } ^ { 2 } ( \tau ) + \lambda N \int _ { 0 } ^ { \infty } \frac { s ^ { 2 } d s } { 2 \pi ^ { 2 } } \left( 2 n _ { s } + 1 \right) | \psi _ { s } ( \tau ) | ^ { 2 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1293</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/81752.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/81752.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { \Phi } \rightarrow \hat { \phi } ^ { ( j ) } \otimes \hat { \phi } ^ { ( + 1 ) } \otimes \hat { \phi } ^ { 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1294</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77571.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f ( z ) = \sum _ { a = 1 } ^ { N } \frac { c _ { a } } { z - - _ { e } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1295</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9492.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>a _ { a _ { 1 } \ldots a _ { n } b _ { 1 } \ldots b _ { p } } \varepsilon ^ { a _ { 1 } \ldots a _ { n _ { 1 } } } = ( - ) ^ { t } p ! \, n ! \, \delta _ { [ b _ { 1 } } ^ { { _ { 1 } } } \delta _ { { _ { p } ] } ^ { { _ { { } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1296</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/81657.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/81657.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi ( \frac { 1 } { \tau } ) \, = \, \alpha \, \pi \, \phi ( \tau ) - 1 + \alpha \, \alpha \, \alpha</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1297</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63673.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63673.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>C _ { i j k } \geq 0 \quad \Rightarrow \quad i + j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow j \rightarrow</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1298</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36980.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/36980.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { 1 } { L _ { 0 } } = \int _ { 0 } ^ { \infty } d t \; t ^ { - t - { 0 } } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1299</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44494.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>E ^ { \prime } = - B G ^ { - 1 } B - B = \frac { B _ { 1 2 } ^ { 2 } } { d { d e t } ( G ) } \, G - } \, G -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1300</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1290.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/1290.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ J _ { m n } , J _ { p q } ] = i ( \delta _ { \delta [ m } J _ { n p p } - \delta _ { p [ m } J _ { n ] q } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1301</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20737.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { L _ { p } } ( z , q ) = \sum _ { a = 0 } ^ { \infty } z ^ { a } q ^ { \frac { a ^ { 2 } - a } { 2 } } \left( \begin{undefined} { L _ { p } - ( a , 0 , \ldots . . . . \\ { a } \\ { a } \\ \end{undefined} a } \\</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1302</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61870.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/61870.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>e _ { \alpha \beta } \partial _ { \alpha } \psi \partial _ { \beta } \partial ^ { 2 } \psi</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1303</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/31059.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int _ { C } { ( \theta ) g ( \theta - i \pi ) \operatorname { e x p } i \int \delta _ { \delta _ { _ { { ( \theta - \theta ^ { \prime } ) n ( \theta ^ { \prime } ) d } ) d</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1304</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12470.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\left( \begin{undefined} { \hat { \alpha } ( k ) } \\ { \hat { \beta } ( k ) } \\ \end{undefined} \right) = \left( \begin{undefined} { a ( k ) } \\ { i } \\ \end{undefined} \right) \hat { \xi } \left( k \right) + \left( \begin{undefined} { - i b ( k ) } \\ { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { } } { { } } { { } } { { } { { { &amp; { &amp; { &amp; { } { { { } { { } } { { } &amp; { } } { { } { { } } { { } { { } } { { } { { } } { { } { { } } { { } { { } } { { } { { } &amp; { { } { { } { { { } { { } { { } { { { { { { } { { } &amp; { { { { { { { { { { { { { { { { { { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1305</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37966.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/37966.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\nabla h _ { \mu \nu } = - 1 6 \pi G ( \tilde { T } _ { ( 0 ) \mu \nu } - \frac { 1 } { 2 } g _ { ( 0 ) \mu \nu } \hat { T }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1306</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/42305.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ _ { i } ^ { \mu } { _ { , , , , } { { { } \right] } _ { i _ { i } ^ { \mu } } { { } } { { \mu \\ { i } } \qquad</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1307</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91632.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Delta _ { 2 T } = \frac { 1 } { 2 } \phi ^ { 2 } \Delta + \frac { 1 } { 2 } \phi _ { , \phi _ { , 2 } C ^ { \nu C ^ { \nu \rho }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1308</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49270.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/49270.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { G m _ { 1 } m _ { 2 } } { r } \left[ 1 + c \frac { G ( m _ { 1 } + m _ { 2 } ) } { r } \right] \rightarrow \frac { G m _ { 1 } m _ { 2 } } { r } \left[ 1 + ( c - \alpha ) \frac { G ( n _ { 1 } + m _ { 2 } ) } { n } \right]</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1309</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30459.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Psi ( 0 ) = \int \frac { d ^ { D } q } { ( 2 \pi ) ^ { D } } } } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1310</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79238.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname* { d e t } ^ { \prime } ( \partial _ { l } + \mu ) _ { p p c } = \prod _ { n \neq 0 } \left( \mu + \frac { 2 \pi n i } { \beta } \right) = \beta \frac { \operatorname { s i n h } \rho \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu \mu</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1311</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63086.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63086.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( N \; F ) ^ { ( n ) } \left( k _ { 1 } , k _ { 2 } , \ldots , k _ { n } \right) = n \; F ^ { ( n ) } \left( k _ { 1 } , k _ { 2 } , \ldots , k _ { n } \right) \; .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1312</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37041.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname { e x p } e _ { \alpha } = \left[ \begin{undefined} { 1 } &amp; { 1 } \\ { 0 } &amp; { 1 } \\ \end{undefined} \right] \right] \; ~ \mathrm { a n d } ~ ~ ~ e x p } p } { - { - = \left[ \begin{undefined} { 1 } &amp; { 0 } \\ { 1 } &amp; { 1 } \\ } \\ \end{undefined}</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1313</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8651.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>Z _ { \beta } ^ { \alpha } = \prod _ { s = 0 } ^ { 1 3 } Z _ { \overline { { N } } ^ { * } } ^ { { { { \alpha ^ { * } } * } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1314</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/93936.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d V = d \left( - 2 M \operatorname { l n } \frac { p } { 8 M } \right) + d T _ { \infty } + O \left( \frac { \operatorname { l n } { } { \rho } \right) \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1315</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37192.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\psi = \left( \begin{undefined} { ( - e _ { 1 } ^ { - } ) ^ { - \frac { 1 } { 2 } } \psi _ { - } } \\ { ( e _ { 1 } ^ { + } ) ^ { - \frac { 1 } { 2 } } \psi _ { + } } \\ \end{undefined} \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1316</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8769.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/8769.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>s K = q ^ { - 2 } K s + K - ( 1 - q ^ { - 2 } ) l Y Y</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1317</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44069.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44069.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { d ^ { 2 } f ( r ) } { d r ^ { 2 } } - \left[ \frac { l ( l + 1 ) - G ^ { 2 } s ^ { 2 } } { r ^ { 2 } } - \frac { 2 G s E } { r } - E ^ { 2 } \right] f ( r ) \; = \; 0 r )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1318</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66783.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>F _ { M N } F ^ { M N } = 2 F _ { 1 \mu } F ^ { 1 \mu } + F _ { { 1</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1319</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18728.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/18728.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>T _ { \mu \nu } = ( \varphi _ { \mathrm { e f f } } + g _ { \mathrm { e f f } } ) U _ { \mu } U _ { \nu } + \varphi _ { \mathrm { e f f } } g _ { \mu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1320</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36052.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/36052.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi _ { i } ^ { ( 2 ) } = \{ Q ^ { - } , [ [ \bar { Q } ^ { - } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1321</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/3706.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/3706.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>&lt; B R &gt; P _ { 5 t } ^ { 4 } = 3 D \int d ^ { 2 } x [ P _ { 1 } \partial = 2 \theta ^ { i } Q _ { 1 } + P _ { 2 } \partial ^ { i } Q _ { 2 } ] &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt; &lt; B R &gt;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1322</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/11962.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/11962.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\operatorname* { d e t } ( Q ) ^ { 2 } = \operatorname* { l i m } _ { n \rightarrow \infty } [ \operatorname* { d e t } ( P _ { n } ( Q ^ { 2 } ) ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1323</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43219.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/43219.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>S O ( 3 , 1 ) \simeq G ( 3 , 1 ) \simeq G</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1324</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/31488.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/31488.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ a ( \vec { p } , x ^ { + } ) , P ^ { + } ] = p ^ { + } a ( \vec { p } , x ^ { + } ) , \quad [ a ^ { \dagger } ( \vec { p } , x ^ { + } ) , P ^ { + } ] = - p ^ { + } a ^ { \dagger } ( \vec { p } , x ^ { + } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1325</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50604.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/50604.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal D } [ g ] = { \cal D } [ { { f } ] } ] { D } [ [ ] ] d \tau _ { i } \, J ( g ) \, )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1326</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30807.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f _ { 2 } ( \tau ) - g _ { 2 } ( \tau ) \propto \left[ \frac { \eta _ { R } ( \tau ) } { \eta _ { R } ( \frac { \tau } { 2 } ) } + ( \tau \mid \rightarrow \tau \tau )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1327</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70326.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I = \left| \frac { \partial \chi } { \partial c _ { m } } } } { \cal D } \{ } _ { m } \} { \cal D } \{ c \} c \} D } \{ } \{ { \cal c } \} D } \{ } \{ \operatorname { e x p } \left\{ - \sum _ { _ { m } c _ { m } ^ { 2 } E _ { m } - } - \pi { 0 } ^ { 2 } M - M - \pi 0 } ^ { 2 } M - M - - n } ^ { 2 } M - M - - n } ^ { 2 } M - M - - n } ^ { 2 } M - M - - n } ^ { 2 } M - M - - n { ^ { 2 } M - M - - n { 0 } ^ { 2 } M - - n { 0 } ^ { 2 } M - - n { 0 } ^ { 2 } M - - n { 0 } ^</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1328</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85558.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/85558.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\delta _ { \delta } e _ { i } ^ { a } = k ( \bar { \epsilon } \gamma ^ { \alpha } \chi _ { i } - \bar { \chi } _ { i } \gamma _ { i } \gamma _ { i } - \bar { \chi } _ { i } \gamma _ { i } \gamma</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1329</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5659.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta \delta _ { m } ( g ) = \frac { 1 } { 2 } \int _ { \Omega } t ^ { \mu \nu } \delta ( g _ { \mu \nu } ) \sqrt { g } \, d ^ { 4 } x - \frac { 1 } { 2 } \int _ { \partial \int _ { \partial \Omega } ) \sqrt { g ) \sqrt { z } \, d \, \, d g \, \, \, d d \, \, \, \, d \, \, \, \, \, d d \, \, \, \, \, d \, \, \, \, \, \, d \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \, \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1330</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102965.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>- \left( \frac { { { R } } { R } \right) ^ { 2 } = - \frac { 1 } { R ^ { 2 } } + \frac { \alpha ^ { 2 } } { R ^ { 4 } } + \left( X _ { E } + \frac { { E } + { \frac { 4 } X ^ { } { 4 } } X ^ { 2 } X</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1331</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1052.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/1052.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>I _ { G } = \int \sum _ { p = 0 } ^ { d / 2 | } \alpha _ { p } L ^ { ( p ) } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1332</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10956.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/10956.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>C _ { j j } ^ { i } = \alpha _ { j } ^ { j } e + \beta _ { j } ^ { i } c , \; \; C _ { i j } ^ { i } = \alpha _ { j } ^ { i } b + \beta _ { j } ^ { j } d , \; \; C _ { i j } ^ { i } = - \beta _ { j } ^ { j } b _ { j } ^ { i } = - \beta _ { j } ^ { j } b _ { j } ^ { i } = - \beta _ { j } ^ { j } b _ { j } ^ { { } = - \beta _ { j } ^ { j } b _ { j } ^ { { } = - \beta _ { j } ^ { j } b _ { j } ^ { { } = - \beta _ { j } ^ { j } b _ { j } ^ { { } = -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1333</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/766.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/766.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { x _ { \perp } } ^ { 2 } H _ { p } ( x _ { \perp } ) = 0 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1334</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95605.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S [ \phi , h , B ] = \frac { 1 } { \pi } \int d ^ { 2 } x } x \frac { 1 } { 2 } \partial \phi ^ { i } \partial \phi ^ { i } + \frac { 1 } { 2 } \partial \phi ^ { i } h \partial \phi ^ { i } + \frac { 1 } { 3 } B d ^ { i j k } \partial \phi ^ { i } \partial \phi ^ { j } i } \partial \phi ^ { j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1335</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38666.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/38666.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>M ^ { 2 } = \frac { g ^ { 2 } N _ { c } } { \pi } [ 6 [ 6 c o c o . \frac { 1 } { K } + 1 . 2 + 1 . 2 + 1 . 2 0 0 { o g } ( K ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1336</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/37030.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>[ L _ { m } ^ { g h } , L _ { n } ^ { g h } ] = ( m - n ) L _ { m + n } ^ { g h } + \frac { 1 } { 6 } m ( 1 - 1 3 m ^ { 2 } ) \delta _ { m + n } ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1337</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85541.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/85541.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Psi _ { - } ( x ) = \psi _ { - }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1338</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99780.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int d X _ { w } \int _ { E ( p ) = \lambda _ { w } } { \cal D } E \int { \cal D } A \operatorname { e x p } \left( i \int _ { \omega } [ \mathrm { T r } ( F E ) + \mathrm { T r } ( J E )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1339</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52807.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\sqrt { ( \hat { \Phi } ^ { \dagger } ( p ) \dot { \Phi } ( p ) \rangle \; \langle { { I } ^ { \dagger } ( p ) { { } ( p ) ) } = = \frac 1 } { 2 2 \, { { l } } \frac { { \beta _ { p ) } { 2 } } } } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1340</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29546.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>4 \pi \dot { \rho } = - \frac { 1 } { 4 \kappa \mu } \epsilon _ { i j } \partial _ { j } j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1341</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25926.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal W } _ { A , B } ( { \bf q } , { \bf p } ) = 2 ^ { N } \operatorname { e x p } [ - 2 Z ^ { * } + 2 B Z ^ { * } - A B ^ { * } - \frac { | \frac { | { 2 } } { 2 } - \frac { | \frac { ^ { 2 } } { 2 } - \frac { | B | ^ { 2 } } { 2 } { 2 } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1342</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71821.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\varphi _ { a } = \frac { 1 } { p _ { 1 } } + 2 \sum _ { b = 2 } ^ { a - 1 } \frac { 1 } { p _ { b } } + \frac { 1 } { p _ { a } } , \qquad a &gt; 2 } , \qquad a &gt; 2</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1343</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99919.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/99919.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ J _ { 0 } , C _ { 1 } ] = - [ J _ { 1 } , C _ { 0 } ] = \frac { - \kappa ^ { 2 } } { 1 - \kappa ^ { 2 } } [ J _ { 0 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1344</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38284.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>L = \left( \begin{undefined} { 0 } &amp; { I _ { b } } &amp; { 0 } \\ { I _ { 6 } } &amp; { 0 } &amp; { 0 } \\ \end{undefined} \right) } &amp; { 0 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1345</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/45684.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>A = A _ { z } d z + A _ { \bar { z } } d \bar { z } = \frac { d x } { y } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1346</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33912.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/33912.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi ( \xi ) = \pm \operatorname { t a n } n n</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1347</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30318.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V = G _ { N } \frac { m _ { 1 } m _ { 2 } } { r } + \int _ { 0 } ^ { \infty } \frac { d m } { k } G _ { N } \frac { m } { k } \frac { m _ { 1 } m _ { 2 } e ^ { - m \tau } } { r } = G _ { N } \frac { m _ { 1 } m _ { 2 } } { r } \left( 1 + \frac { 1 } { k ^ { 2 } r } \left( 1 + \frac { 1 } { k ^ { 2 } r } \left( 1 + \frac { 1 } { k ^ { 2 } r }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1348</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16748.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/16748.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ { \cal H } ( x ) , \phi ( y ) ] _ { - } \rightarrow 0 , [ x - y ] \rightarrow \infty .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1349</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65730.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/65730.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>M _ { P } ^ { 2 } = M _ { s } ^ { 3 } \int d z e ^ { - 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1350</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96732.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96732.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\beta = i \partial v e ^ { - u - i s } \ , \ \ \gamma = e ^ { u + N } ~ , ~ ~ ~ m ( z ) u ( 0 ) \sim - \operatorname { l n } z , ~ v ( z ) v ( 0 ) \sim - \operatorname { l n } z ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1351</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68666.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/68666.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D c _ { q } ( \lambda ^ { p + 1 } t ; \lambda \theta ) \; = \lambda e _ { q } ( \lambda ^ { b + 1 } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1352</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63823.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63823.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>s _ { 1 } = e , ~ ~ s _ { 2 } = E _ { 3 } E _ { 1 } e , ~ ~ s _ { 3 } = E _ { 3 } E _ { 0 } e , ~ ~ s _ { 4 } = E _ { 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1353</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7288.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/7288.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ \hat { J } _ { 3 } ^ { R } ( 0 , x ^ { - } ) , \tilde { J } _ { 3 } ^ { R } ( 0 , y ^ { - } ) ] = \frac { i } { 2 \pi } \delta ^ { \prime } ( x ^ { - } - y ^ { \prime } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1354</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33073.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>= C ^ { 1 } { } _ { 2 7 } = - C ^ { 5 } { } _ { 3 4 } = C ^ { 2 } { } _ { 3 7 } = { ^ { } ^ { } _ { 3 _ { 3 C ^ { 2 } { } _ { 4 6 } = - C ^ { 3 } { } _ { 4 8 } = - } = { 3 } { } _ { 4 8 } = -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1355</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94058.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/94058.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>W _ { \mathrm { t r e e } } = Q _ { 1 } Q _ { 2 } S _ { 2 } + Q _ { 1 } A Q _ { 2 } S _ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1356</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86035.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/86035.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { \partial B _ { n } } { \partial t _ { m } } - \frac { \partial B _ { m } } { \partial t _ { n } } + [ B _ { n } , B _ { m } ] = 0 , \; \; n , m = 1 , 2 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1357</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9520.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Omega ( N , T , V ) = \frac { V ^ { N } } { N ! } \left\{ 1 + \frac { N ^ { 2 } } { 2 V } \int _ { 0 } ^ { 2 \pi } d \theta \int _ { 0 } ^ { \infty } d r \, r d r ^ { - \frac { { - { \frac { p ( r } { { j } ) } { \lambda \cdots \cdots } - 1 \right) + \cdots \cdots \cdots \cdots</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1358</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/73812.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { I } = \frac { 1 } { 1 6 \pi \alpha ^ { 4 } } \int d ^ { 1 0 } x \sqrt { | g _ { 1 0 } | } | } ^ { - { - \left( R _ { 1 0 } + ( \nabla \Phi ) ^ { 2 } \right) - \frac { 1 } { 1 2 } H _ { 3 } ^ { 2 } - \frac { 1 } { 4 } e ^ { - \phi / 2 } F _ { 2 } ^ { 2 } 2 } ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1359</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102612.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102612.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\sigma _ { i } = \frac { 4 } { 3 } S _ { i } ( S _ { i } ^ { 2 } - \frac { 7 } { 4 } ) , \quad t _ { i } = S _ { i } ^ { 2 } - \frac { 5 } { 4 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1360</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96257.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96257.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta _ { c } \phi _ { c } = q _ { 1 } \delta ( y - y _ { 1 } ) + q _ { 2 } \delta ( y - y _ { 2 } ) - \frac { q _ { 1 } + q _ { 2 } } { L }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1361</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/78665.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { 1 } { \tilde { L } } \, = \; \frac { 1 } { 2 } \, \left[ \, S + \bar { S } \, - \, \frac { 1 } { 8 \pi ^ { 2 } } \, \sum _ { l } \, \delta _ { \mathrm { G S } } ^ { i } \, \operatorname { l n } ( T _ { i } + \tilde { T } _ { i } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1362</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7896.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>A _ { q } = \int _ { r _ { i } } ^ { r _ { f } } L _ { q } d \tau + _ { q } ^ { r _ { q } } d \tau + _ { q } ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1363</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43776.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/43776.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>M ^ { \mu \nu } = \bar { \epsilon } _ { 0 } \gamma ^ { \mu \nu \rho } \epsilon _ { 0 } k _ { \mu } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1364</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102357.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { M _ { i n t i a l l } - M _ { f i n a l } } { M _ { i n i l i a l } } = 1 - \frac { ( | P | + | Q + | Q ^ { \frac 2 } { { ( P ^ { \frac { 2 } { 3 } } } + Q ^ { \frac { 2 } { 2 } } ) ^ { \frac { 2 } { 2 } } + Q ^ { \frac { 2 } { 2 } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1365</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101062.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { { { T } } { 1 - \dot { T } ^ { 2 } } + 3 \frac { \dot { a } } { a } \dot { T } + \frac { 1 } { V } \frac { d V } { d T } = 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1366</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77639.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/77639.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ \sigma _ { s } , \sigma _ { t } \} = C _ { r t } ^ { r } ( p , q ) \sigma _ { r } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1367</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98160.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/98160.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Q | \alpha &gt; _ { \mathrm { p h h } } = 0 \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1368</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/22554.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/22554.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\hat { \xi } ^ { K } = \frac { i } { 2 } \hbar ^ { 1 / 2 } \gamma ^ { k } \ , \ \ \left[ \gamma ^ { k } , \gamma ^ { l } \right] _ { + } = 2 \eta ^ { l }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1369</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90363.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>P ( V ) \simeq \mathrm { \boldmath ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1370</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30372.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>g _ { 1 } ^ { \prime } ( 0 ) = \frac { L } { \pi } \frac { \sqrt { \pi } } { 3 } \Gamma ( - 1 / 2 ) \left( \zeta ( - 4 , 3 / 2 ) - \frac { 1 } { 4 } \zeta ( - 2 , 3 / 2 ) \right) , 3 / 2 ) \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1371</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96682.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96682.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>&lt; \psi _ { 1 } ( \gamma ) \psi _ { 2 } ( - r ) &gt; = &lt; \psi _ { 1 } ( - r ) \psi _ { 2 } ( r ) &gt; &gt;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1372</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/62953.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/62953.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ Q _ { a } \, , \, Q _ { b } \} = - 2 \, i \, P ^ { \mu } ( \gamma _ { \mu } ) _ { a b } \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1373</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/28538.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>M _ { \bar { { \bar { ( - 3 0 . 8 , 3 0 ) = M _ { \vec { { } } ( - 2 0 . 8 , 2 0 ) = M _ { l l } ( - 1 0 . 8 , 1 ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1374</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101434.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>h _ { r , s } = \frac { c - c _ { 0 } } { 2 4 } + \frac { 1 } { 9 6 } \left( ( r + s ) \sqrt { c _ { 0 } - c } + ( r - s ) \sqrt { c _ { 1 } - c 1 } ^ { 2 } + c 2 } +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1375</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52127.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/52127.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\lambda = \sqrt { \frac { 3 } { 2 } } \sigma _ { 1 } ^ { ( - ) } \otimes 1 _ { 2 } \otimes \cdots \otimes 1 1</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1376</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91872.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/91872.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { \mu } S ^ { \mu } = \frac { s _ { 1 } } { 2 4 \pi ^ { 2 } } R _ { \mu \nu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1377</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/53662.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/53662.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>F ( \hat { n } ) = f ^ { 2 } ( \hat { n } + 1 ) - f ^ { 2 } ( \hat { n } ^ { 2 } ( \hat { n } ) - f ^ { 2 } ( \hat { n } ) - f ^ { 2 } ( \hat { n }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1378</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/48793.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta _ { \nu } { \cal L } _ { 0 } = \mu \dot { x } \cdot \delta _ { \nu } \dot { x } + \frac { \mu } { R ^ { 2 } } \, x \cdot \delta _ { \nu } x = \mu \nu \cdot \frac { d } { d t } \left[ x \, \operatorname { c o s h } \left( \frac { t } { R } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1379</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5888.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/5888.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\tilde { q } _ { i } - ( c G ( 2 \Delta x ) ) ^ { 2 } ( q _ { i + 2 } - 2 q _ { i } + q _ { i - 2 } ) + ( m e ^ { 2 } / h ) ^ { 2 } q _ { i } = 0 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1380</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84342.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\pm 1 = - T r \, \epsilon ^ { ( \pm 1 ) } } F , P ^ { ( \pm 1 ) } } [ F , , ^ { { \pm \pm } } ] F , P ^ { { \pm ) } } ] F , P ^ { { \pm ) } ] ] F , P ^ { { \pm ) } ] ] F , P ^ { ( \pm ) } ] ] F , P ^ { ( \pm ) } ] ] ] , P ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1381</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24363.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\nabla _ { 1 } = \Lambda ^ { - 1 } \circ \tilde { \nabla } _ { i } ^ { 0 } \circ \tilde { \nabla } _ { i } ^ { 0 } \circ \tilde { \nabla } _ { 1 } ^ { 0 } \circ \tilde { \nabla } _ { 1 } ^ { 0 } \circ \tilde { \nabla } _ { 1 } ^ { 0 } \circ \tilde { \nabla } _ { 1 } ^ { 0 } \circ \tilde {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1382</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/21084.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/21084.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\bar { A } _ { 1 } ^ { ( 2 ) } = 3 \bar { A } _ { 1 } ^ { ( 0 ) } - 4 \pi ( \chi [ S _ { \beta } ^ { 2 } ] + n _ { c c } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1383</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49748.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/49748.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Z = \Sigma _ { \mathrm { i r a b a n t o n } } ( \mathrm { d e t } \Delta _ { 1 } ) ^ { - \frac { 1 } { 2 } } ( \operatorname* { d e t } \Delta _ { 0 } ) ^ { - 1 } ( \operatorname* { d e t } \Delta _ { 1 } ) ^ { \frac { 1 } { 2 } } ( \operatorname* { d e t } \Delta _ { 0 } ) = \Sigma _ { \mathrm { t n a a n i n n } } \pm 1 = 1</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1384</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64036.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( { _ { 1 } { 1 } \, { { ~ ~ \bf Q } Q _ { 1 } ) ) \, + \, } _ { 1 } \, ) + { \bf Q } _ { 1 } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1385</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102482.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta E ^ { ( r ) } \simeq \frac { \xi _ { 1 } } { 2 M _ { D } } E _ { \mathrm { e { { 2 } { 2 } + \frac { \xi _ { 2 M _ { \mathrm { e \mathrm { } ^ { 2 } } +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1386</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82280.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>p _ { \mu } \, = ~ q ^ { - 3 / 2 } \left( \frac { \partial L _ { \nu } ^ { ^ { } { \partial { \partial x } ^ { \mu } } \right) \equiv ( \dot { x } _ { \mu } + q ^ { 1 / 2 } i \chi \psi _ { \mu } ) ( ( { x } + q ^ { 1 / 2 } } | \chi | \psi ) ^ { 2 } ] ^ { - 1 / 2 } \, m ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1387</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13330.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\vec { k } ^ { i ( e x ) } \cdot C _ { _ { n ) } = } = k } ^ { i ( e x ) } \cdot E _ { n } = d ( d ( d (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1388</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/85542.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/85542.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { \lambda } { 4 } \left( f _ { \mu } f ^ { \mu } \right) ^ { 2 } \, \rightarrow \frac { 1 } { 2 } \sigma f _ { \mu } f ^ { \mu } + \frac { 1 } { \lambda } \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1389</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/81692.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\mu _ { 2 } = \left\{ \begin{undefined} { 1 } &amp; { \mathrm { i f ~ l ~ l ~ l ~ { 2 ( 2 \ell + 1 ) } &amp; { \mathrm { i f ~ i f ~ } \mathrm { i f ~ 2 f + 1 ) } &amp; { \mathrm { i f ~ l l l { \mathrm { i f ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1390</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24793.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/24793.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>R _ { b b ^ { \prime } } = \delta _ { b , b ^ { \prime } } N - 1 \; \; \; , \; \; \; \; \; \; b , b ^ { \prime } = 1 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1391</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/48594.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>M _ { B } = 2 { \cal M } \operatorname { s i n } \frac { \pi \pi } { 2 } = \sqrt { \sqrt { 3 } { \cal M }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1392</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13633.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/13633.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>G _ { a b } = \frac { \partial ^ { 2 } } { \partial \xi ^ { a } \partial \xi ^ { b } } \operatorname { l o g } ( \kappa _ { c d c d \xi ^ { c } \xi ^ { d } ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1393</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2806.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ { \Lambda } { { } \left( x + \frac { 2 \pi } { \omega } \, , \operatorname { c o s h } \frac { i } { 2 } \frac { d } { d x } \right) = \frac { \Lambda } { h } \left( x \, , \operatorname { c o s h } \frac { i } { 2 } \frac { d } { d x } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1394</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/24485.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/24485.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>I [ A , \lambda ] = \int _ { { \cal M } ^ { [ 2 - 1 } } B ( A , \lambda ) = \int _ { { \cal M } ^ { 2 l - 1 } } \sum _ { \alpha = 0 } ^ { \infty } \lambda ^ { N } B _ { N } ( A ) = \sum _ { \alpha = 0 } ^ { \infty } \lambda ^ { N } I _ { N } [ A ] \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1395</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/2081.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>J ^ { 1 } J ^ { 3 + i } \, - \, J ^ { 2 } J ^ { 6 + } \, - \, ( ( \frac { n } { 3 } } + 1 ) J ^ { { + 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1396</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/29971.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/29971.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi ^ { 1 } = \zeta ^ { 0 } F _ { \mu \nu } \sigma ^ { \mu \nu } \zeta ^ { 1 } + \hat { \phi }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1397</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/28050.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/28050.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\int d \vec { x } \, \omega _ { \pi } \sim \frac { 1 } { m _ { \pi } ^ { 2 } } \quad ( m _ { \pi } ^ { 2 } \rightarrow 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1398</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6756.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/6756.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>h ^ { 8 } = [ 0 \quad 1 \quad 1 \quad 2 \quad 0 \quad 2 \quad 2 \quad 2 \quad 2 \quad 2 \quad 2 \quad 2 \quad 2</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1399</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72942.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { - - } { a } &lt; k _ { \mu } \mu } { \pi } { a }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1400</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/31846.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/31846.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>s ( k _ { i } , e _ { i } ) = k _ { i } ^ { 2 } - ( e _ { i } - \sqrt { 2 } ) ^ { 2 } + 2 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1401</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82704.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>c _ { 2 n } = - \frac { 2 n ^ { 3 } } { s ^ { 2 } ( n - 1 ) } b _ { n } ^ { 2 } , \quad b _ { 2 n } = - \frac { 2 n + 1 } { s } b _ { n } ^ { 2 } , \quad b _ { n } ^ { 2 } , \quad 2 } , n } ^ { 2 } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1402</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/87293.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/87293.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>e ^ { ( 1 ) } = 0 \ , \; e ^ { ( 2 ) } = N \; , \; e ^ { ( 3 ) } = N \, , . . . . . . . . . . . . . { ( N ) } = =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1403</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/58556.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \frac { V _ { i _ { 1 } , s _ { 1 } } ^ { \prime } { { } } } { } _ { 1 _ { { } { + { { { _ { { } { { } } { \alpha } } { { _ { 1 } { 1 } } - { \frac { - { { { v _ { } } { \alpha } } { v _ { i } - m } } } = { \frac { ( V _ { + - _ { + - - - - _ { { + + + } ) _ { { n { { } } , } } { ( V _ { + } . . - V _ { - + + } ) ) } } { { _ { 1 } _ { 1 } + , } { V _ { { n , 1 } } _ { _ { _ { + } . . - V _ { - + + + } ) } {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1404</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35385.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\eta ^ { \prime } = { \frac { } \frac { \sqrt { b \sqrt { b 2 } - 2 } - } } e ^ { f ( { f (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1405</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/11046.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>I _ { E H } = \frac { 1 } { 3 2 \pi G } \int _ { M ^ { 4 } } R _ { a b } \wedge } \wedge e ^ { a } \wedge e ^ { b } b }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1406</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33611.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/33611.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D ^ { 2 } G _ { \mu } - D ^ { \nu } D _ { \mu } G _ { \nu } + m ^ { 2 } G _ { \mu } - m \epsilon _ { \mu \alpha \beta } [ G ^ { \alpha } , \Phi ^ { \beta } ] , \Phi ^ { \beta } ]</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1407</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12773.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\chi ( x ) = m ^ { 2 } \operatorname { c o s } \beta \phi ( x ) e ^ { - \frac { \beta ^ { 2 } S _ { \pi r ( x , x , x ) } } { 2 _ { } = M ^ { 2 } ( x , t ) \operatorname { c o s } \beta \phi ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1408</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90203.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>m _ { \alpha \beta } \sim \left\{ \begin{undefined} { \delta _ { \alpha + G , \beta } } &amp; { \alpha = 1 , . . . . . . . . . .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1409</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5620.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/5620.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>m \xi = ( \alpha \phi - 1 / 2 \; \operatorname { l n } f ) / \nu , \; \; \eta = ( \phi + \alpha / 2 \; \operatorname { l n } f ) [ w ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1410</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63438.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/63438.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta E _ { \mathrm { \boldmath ~ C u u } } ^ { ( 4 ) } = \frac { \alpha ^ { 4 } \mu } { N ^ { 3 } ( 2 L + 1 ) } \left( \frac { \mu ^ { 2 } } { m ^ { 2 } } + \frac { \mu ^ { 2 } } { M ^ { 2 } } \right) - \frac { \alpha ^ { 4 } \mu } { 8 N ^ { 4 } } \left( 1 + \frac { \mu ^ { 2 } } { m M } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1411</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/54375.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/54375.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\psi ( x _ { 0 } , x _ { 1 } ) = - \psi ( x _ { 0 } + \beta , x _ { 1 } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1412</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/43155.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/43155.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>J _ { \pm } ^ { ( R ) } ( q ) = \pm \frac { \partial } { \partial \theta } - i \frac { \alpha } { \operatorname { s i n } \alpha \theta } \frac { \partial } { \partial \phi } - q \frac { \alpha } { \operatorname { t a n } \alpha \theta } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1413</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82388.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82388.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma _ { 5 } D + D \gamma _ { 5 } = a { \cal D } \gamma _ { 5 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1414</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5035.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { { { T } } { T } \sim \frac { \dot { a } } { a } = H \sim \frac { H \sim { \frac { \sim \frac {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1415</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1820.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/1820.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>P ^ { ( 0 ) } ( \alpha , n ) = n \left[ H ^ { ( 0 ) } ( \alpha , n ) - m \operatorname { e x p } ( i \frac { \partial } { \partial \alpha } ) \right] - m \frac { n \times L } { \alpha } \operatorname { e x p } ( i \frac { \partial } { \partial d } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1416</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55782.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( { \bf \psi ( \zeta ) \equiv C \int _ { \cal M } \psi ( z ) \operatorname { e x p } [ K ( \zeta , \bar { z } ) - K ( z , \bar { z } ) ] d \mu ( z , \bar { z } ) , \quad , \quad v } \psi } \psi , \bar { z } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1417</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/64566.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/64566.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ \delta _ { 1 } , \delta _ { 2 } ] \phi ^ { \mu k } = a ^ { \alpha }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1418</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79186.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/79186.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ T _ { j } ^ { i } , T _ { l } ^ { l } ] = \delta _ { j } ^ { l } T _ { l } ^ { i } - \delta _ { j } ^ { i } T _ { l } ^ { i } - \delta _ { j } ^ { i }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1419</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/31747.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>E _ { 0 } = \frac { \pi } { p ^ { + } } \left( \left( \frac { p ^ { T _ { T _ { } { \pi } \right) ^ { 2 } + \left( \frac { m } { 3 } \right) ^ { 2 } ( x ^ { i _ { N } } ) ^ { 2 } + \left( \frac { m } { 6 } \right) ^ { 2 } ( x ^ { i _ { N } } ) ^ { 2 } + \frac { i } { \pi } \frac { m } { 3 } \psi _ { 0 } \gamma ^ { ^ { \mu } _ { 0 } - \frac { i } { \pi } \frac { m } { 6 } \psi _ { 0 } ^ { { 4 } \Omega { 6 } } \psi _ { 0 } { \pi } \frac { m } { 6 } \psi _ { 0 } \gamma { 0 } } ^ { 4 } ^ { 4 } } ^ { 4 } } - \frac {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1420</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35337.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>x = - \frac { m ^ { 1 / 3 } } { 4 } r ^ { 2 } , \quad y = \frac { m ^ { 2 / 3 } } { 4 } n 4 } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1421</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49531.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T \sim \frac { { } { k } } } { \frac { { { { 1 } { 2 } } } t ^ { - 1 } \sqrt { n }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1422</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84659.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/84659.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D _ { \mu \nu } = \overline { { P } } _ { \mu \nu } \, \frac { 1 } { p ^ { 2 } + \Pi _ { T } } + Q _ { \mu \nu } \, \frac { 1 } { p ^ { 2 } + \Pi _ { L } } + R _ { \mu \nu } \, \frac { 1 } { p ^ { 2 } + \tilde { \Gamma } _ { T } } + \xi \, \frac { p _ { \mu } p _ { \nu } } { p ^ { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1423</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99490.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/99490.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { n } { \pi } \, I ( n ) \, \left( 1 - k ^ { 2 } \right) ^ { \frac { 2 - n } { 4 n } } \geq 1 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1424</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10845.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/10845.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ { { x } , \, t ^ { A A } \pi _ { A } ^ { } } \bar { \pi } _ { A } ] = [ \hat { x } , \; E ] = t ^ { A A ^ { \prime } } \pi _ { A ^ { \prime } } \pi _ { A }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1425</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102112.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102112.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>a \star a ^ { \dagger } - a ^ { \dagger } \star</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1426</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25462.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/25462.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Q _ { 3 } \equiv \tilde { Q } _ { 3 } + ( z - \frac { 1 } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1427</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44179.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44179.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>L ( z ) \rightarrow { \cal L } [ A , g ] [ z T ^ { - 1 } ( z ) g ( z ) T ( T ( T ( T ( z</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1428</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80194.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\int { \cal D } X ^ { I } ( \sigma ) { \cal D } X ^ { 2 } ( \sigma ) D X ^ { 3 } ( \sigma ) \, \Delta ( X ^ { 1 } ( \sigma ) + { \cal 2 } ( \sigma ) - X ^ { 3 } ( ( ) ) \psi ( X ^ { { } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X ^ { 2 } ) ) ( X</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1429</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33509.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/33509.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ T , M _ { \alpha } ] = 0 , \qquad ( \alpha = 0 ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1430</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/77650.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Sigma _ { + } ^ { + } = \Sigma _ { - } , \quad \Sigma _ { - } ^ { * } = \Sigma _ { - } ^ { \prime } = \Sigma _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1431</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/28455.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/28455.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>3 = \lambda \left( W _ { B } ^ { 2 } - ( 2 4 - n ) W _ { B } c _ { 1 } ( B ) + 1 2 ( 1 2 - n ) c _ { 1 } ( B ) ^ { 2 } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1432</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/103392.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/103392.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H _ { 1 6 } = \frac { 1 } { 2 m } g ^ { i j } ( p _ { i } - A _ { i } ) ( p _ { j } - A _ { j } ) + A _ { j } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1433</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20504.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/20504.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ X _ { 1 } , X _ { 2 } \} = \theta ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1434</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/49025.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>t = \left( \begin{undefined} { 1 } &amp; { 1 } &amp; { 1 } \\ { 0 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1 } &amp; { 1</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1435</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47444.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/47444.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>V ( \Phi ) = - m ^ { 2 } \mathrm { T r } ( \Phi ^ { 2 } ) + h ( \mathrm { T r } ( \Phi ^ { 2 } ) ) ^ { 2 } + \lambda \mathrm { T r } ( \bar { a } ^ { 4 } ) - \frac { m ^ { 4 } } { 4 \lambda ^ { \prime } } \ ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1436</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44809.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44809.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma _ { 6 } = \lambda _ { 1 } + \lambda _ { 3 } + \frac { 1 } { 2 } ( \mu _ { 2 } + \mu _ { 3 } - \mu _ { 1 } - \mu _ { 4 } ) - ) - { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1437</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63752.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\begin{undefined} { { \frac { { { 2 } } } { 2 } \cdot \sqrt { \frac { { ^ { 2 } - i { { 1 } - z } { 1 } } { \sqrt { } \frac { { { \frac { } } + 1 } } { { \beta _ { \sqrt { { \frac { \beta _ { 2 } } { 2 } } { 4 } + ( _ { { 1 } { - { { 1 } } } { } } + - \sqrt { { { { \beta { { 2 } { { 2 } } { 4 } + ( 1 _ { 1 } \cdot - _ { 1 } - z _ { } } \\ { - { \frac {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1438</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65049.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>R _ { H } = \prod _ { i = 1 } ^ { N _ { f } } \left[ \frac { d e t ^ { \prime } \Delta \prime } \Delta ^ { ( } ( m } _ { i } i } ) } { d e t } \Delta _ { _ { ^ { ^ { F } ( \vec { m } _ { i } ) }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1439</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26680.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>A ^ { \mu \nu } ( x ) = - \nabla _ { \alpha } \nabla _ { \beta } K ^ { [ \mu z ] [ \nu ] } ( x ) + O _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1440</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/27267.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/27267.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\int f _ { 1 } ( r , \tau ) ( D _ { e } f _ { 2 } ( r , \tau ) ) d \Omega \, - \int ( D _ { a } f _ { 1 } ( r , \tau ) ) f _ { 2 } ( r , \tau ) d .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1441</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72772.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/72772.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\int D \mu ( g _ { a b } ) \frac { \delta } { \delta g ^ { a b } } e ^ { - S } = \int D \mu ( g _ { a b } ) T _ { a }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1442</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/12860.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/12860.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>N ^ { i } \equiv X _ { ( 5 i ) } + X _ { ( 0 i ) } = \omega ( t _ { c } ^ { 2 } - r ^ { 2 } ) P ^ { i } + 2 x ^ { i } H + 2 \omega ( S _ { i 0 } t _ { c } + S _ { i j } x ^ { j } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1443</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32564.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/32564.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D ^ { \nu } F _ { \mu \nu } ( x ) = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1444</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/83880.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/83880.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\bar { \rho } _ { n } = \sqrt { \bar { \omega } _ { n } ^ { 2 } + M ^ { 2 } } , \qquad \bar { \phi } _ { n } = \operatorname { t a n } ^ { - 1 } \left( \frac { \bar { \omega } _ { n } } { M } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1445</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19185.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\pi _ { a } O _ { \pi ^ { * } { * } 2 \pi | _ { ( 2 \pi * } { \pi ^ { * } { \bf \simeq O _ { S } { S } O } _ { S } ( 2 ( r - 2 ) - 2 ) \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1446</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79002.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T _ { \pm 2 - } ^ { + 2 } = T _ { \pm 2 + } ^ { + 2 } = T _ { \pm 2 - ^ { { \pm } = T _ { \pm 2 + } ^ { { 2 } = 0 , T _ { \pm \pm 2 } ^ { \pm } = T _ { + - 2 } ^ { + } = T _ { \pm \pm 2 } ^ { - } = T _ { - 2 } ^ { - } = T _ { - 2 } ^ { - } } T _ { - 2 } ^ { - } } T _ { - 2 } ^ { - } } T _ { - 2 } ^ { - } } T _ { - 2 } ^ { - } } T _ { - 2 } ^ { - } } T _ { - 2 } ^ { - } } T _ { - 2 } ^ { - } } T _ { - 2 } ^ { - } } T _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1447</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/63196.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>- \lambda ^ { 2 } \, x ^ { + } \left( x ^ { - } + \Delta \right) = \frac { \kappa } { 4 } \ }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1448</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23925.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/23925.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>z = z ^ { \prime } - { \bf r } _ { - } i \Delta \phi _ { n } \pm \operatorname { c o s h } ^ { - 1 } \left[ \sqrt { \frac { \alpha } { \alpha - 1 } } \operatorname { c o s h } r _ { + } \Delta \phi _ { n } \right] + 2 \pi i m .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1449</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66289.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/66289.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( n - \bar { \sigma } m ) ^ { i } \tau _ { 2 } ^ { - 1 } G ( n - \tau m ) + 2 i n ^ { t } B m = N ^ { t } ( H _ { 1 } G + i H ^ { t } ) m</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1450</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/73648.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/73648.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\psi ^ { ( 1 I ) 4 ) i n } ( x ) = A ( R ) \operatorname { c o s h } \kappa x , \quad \quad \; { ( ( { ( z ) ) ) d ( x ) = B ( R ) \operatorname { s i n h } } } \hbar</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1451</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/54728.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { 1 2 } ( \lambda - \mu ) K _ { 1 } ( \lambda ) S _ { 2 1 } ( \lambda + q ) K _ { 2 } ( \mu ) = K _ { 2 } ( \mu ) S _ { 1 2 } ( \lambda + \mu ) K _ { 1 } ( \lambda ) S _ { 2 L } ( \lambda - \mu ) S _ { 2 1 } ( \lambda - \mu ) - \mu ) 2 1 } ( \lambda - \mu ) { _ { 2 \mu ) ( \lambda - \mu ) S _ { 2 1 } ( \lambda - \mu ) S _ { 2 1 } ( \lambda - \mu ) S _ { 2 1 } ( \lambda - \mu ) S _ { 2 1 } ( \lambda - \mu ) S _ { 2 1 } ( \lambda - \mu ) S _ { 2 1 } ( \lambda - \mu ) S _ { 2 1 } ( \lambda - \mu ) S _ { 2 1 } ( \lambda - \mu ) S _ { 2</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1452</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/87989.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/87989.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>G _ { \mu } ^ { ( 0 ) } ( p , q ) = q _ { \mu } \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1453</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/22083.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { \partial } { \partial \theta ^ { a } } = \frac { 1 } { 2 p ^ { + } } \left( Q ^ { a } + { a } 1 } { 2 ^ { a } } } } a } } } } Q ^ { a } + { \frac { 1 } { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1454</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47508.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal C } ( \{ z \} ) \equiv i ^ { n - 1 } { \cal S } _ { c } \left( : \phi ( z _ { 1 } ) \cdots \phi ( z _ { n } ) : \right) \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1455</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/11914.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/11914.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>k ^ { 2 } \varepsilon ^ { \mu \nu } - k ^ { \mu } k _ { \alpha } \varepsilon ^ { \alpha \nu } - k ^ { \nu } k _ { \alpha } \varepsilon ^ { \alpha \mu } + k ^ { \mu } k ^ { \nu } \epsilon + \eta ^ { \mu \nu } ( - k ^ { 2 } \varepsilon + k _ { \alpha } k _ { \alpha } \varepsilon ^ { \alpha \beta } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1456</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44811.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44811.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>J _ { F } = \int d ^ { 2 } x [ \psi ^ { \dagger } ( - i \partial _ { \theta } + a ( r ) - \frac { 1 } { 2 } \sigma _ { 3 } - n ) \psi + \chi ^ { \dagger } ( - i \partial _ { \theta } - \frac { 1 } { 2 } \sigma _ { 3 } - \frac { 1 } { 2 } \sigma _ { 3 } - \frac { 1 } { 2 } \sigma _ { 3 } - \frac { 1 } { 2 } \sigma _ { 3 } - \frac { 1 } { 2 } \sigma _ { 3 } - \frac { 1 } { 2 } \sigma _ { 3 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1457</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94769.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Sigma \sim \alpha z ^ { \Delta _ { - } } + \beta z ^ { \Delta _ { + } } , \qquad \Delta _ { + } &gt; \Delta ^ { \Delta</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1458</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/83758.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/83758.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Theta _ { 2 } = - c r ^ { \frac { 1 } { 2 } } Z _ { k _ { 3 } + 1 / 2 } ( i ( \lambda - 1</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1459</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/32103.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/32103.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Sigma _ { \mathrm { m o n n o n n a l d e } } = - { \cal E } _ { e t e c n n o p d e } + \frac { \sqrt { 3 } | P | } { 2 } - \frac { \sqrt { 3 } k } { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1460</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8167.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>P ^ { ( N _ { f } = 1 , \nu = 1 ) } ( \lambda , m ) = \frac { \lambda } { 2 } e ^ { - \lambda ^ { 2 } \beta _ { 4 } } \frac { 1 } { m I _ { 1 } ( m ) } [ t I _ { 2 } ( \lambda ) I _ { 3 } ( t ) - \lambda I _ { 2 } ( t ) I _ { 3 } ( \lambda ) ] _ { s = \sqrt { \sqrt { { 2 } + m ^ { 2 } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1461</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25807.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>C _ { i _ { 1 } . . i _ { { } } ^ { g } = \int _ { M _ { { } , s _ { { } } \langle \oint _ { C _ { { } } } _ { 1 } } } G ^ { - } \phi _ { } \phi _ { } } . . . \oint _ { C _ { { C _ { { { - } G ^ { - } \phi _ { i _ { { i _ { { { j , j = 1 } ^ { 3 g - 3 } G ^ { - } ( \chi _ { j } ) { j } ) ) { - } ( { - } ( ( { j } ) { j } ) ^ { - } ( \vec { } ( _ { j } ) { j } ) ^ { - } ( \vec { } } _ { j } ) { j } ) ^ { - } ( \vec { } } _ { j } ) { j } )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1462</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71236.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/71236.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\operatorname { l n } [ - I _ { n p } ^ { \prime } ( R x ) K _ { n p } ^ { \prime } ( R x ) ] \simeq - \operatorname { l n } 2 \nu - \operatorname { l n } t + \sum _ { j = 1 } ^ { 2 } \frac { G _ { 2 j } ^ { N } ( j ) } { v ^ { 2 j } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1463</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/18400.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\hat { t } \hat { \hat { = \hat { = \hat { { { \Lambda } } \hat {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1464</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26949.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/26949.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>T ^ { i j } = F _ { 1 } ^ { i \alpha } F _ { 2 \alpha } ^ { \nu } - \frac { 1 } { 4 } \eta ^ { i j } F _ { 1 \alpha } ^ { \alpha }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1465</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/72307.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/72307.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal H } _ { T } = { \cal H } _ { c } + \lambda ^ { \alpha } { \cal C } _ { \alpha } \; .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1466</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/56160.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/56160.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>D _ { z ^ { a } } \phi : = \partial _ { z ^ { a } } \phi + A _ { + z ^ { a } } \star \phi - \phi \star A _ { - z ^ { a } } ^ { a }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1467</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47897.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/47897.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>L ^ { 2 } ( n ) = \frac { 1 } { 2 } h _ { i j } ( n ) n ^ { i j } [ n ) \qquad L _ { 1 } ( n ) = h ^ { 2 3 } ( n ) = h ^ { 2 3 } ( n ) = h ^ { 2 3 } ( n ) = h ^ { 2 3 } ( n )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1468</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94789.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/94789.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>x ( 3 u ) x _ { t } ( - u ) + x ( - 3 u ) x _ { t } ( u ) + x _ { l } ( 3 u ) x _ { t } ( - 2 u ) + x _ { d } ( - 3 u ) x _ { t } ( 2 u ) = - \gamma ( u ) + g ( q ) +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1469</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70194.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/70194.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( z ^ { m } f ( D ) ) ( z ^ { k } g ( D ) ) = z ^ { m + k } f ( D + k ) g ( D ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1470</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/73792.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { d } = \left( \begin{undefined} { 0 } &amp; { 1 / \alpha ^ { \prime } } \\ { \alpha ^ { \prime } } &amp; { 0 } \\ \end{undefined} \right) , \quad S _ { d } ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1471</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51537.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/51537.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\mu ^ { \alpha } { } _ { i } e ^ { i } { } _ { \beta } = \delta ^ { \alpha } { } _ { \beta } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1472</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98848.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/98848.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\lambda ^ { A } ( x + 2 \pi R ) = W \lambda \lambda</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1473</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/62586.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/62586.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Pi ^ { 2 } \equiv \left( T _ { \mu } ^ { \mu } \right) ^ { 2 } \, ; \, \; \; \, \, { _ { ^ { ^ { } \equiv \delta ^ { a b } \beta _ { \mu } - } - { \mu } ( \mu } ( } ( ( T _ { 3 } ) ] ^ { } ) ] ^ { \mu } \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1474</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19168.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal S } _ { 0 } ^ { \theta } + { \cal S } _ { 0 } ^ { \theta ^ { 2 } } | _ { \Sigma } = \frac { i } { 2 l _ { 1 1 } ^ { 3 } } \int _ { \Sigma } \sqrt { h _ { i j } } } } { } _ { M } V _ { M }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1475</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/28822.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/28822.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>A ^ { + + } e ^ { \pi t } = e ^ { n + 1 , r } \quad A ^ { + - } e ^ { n r } = \frac { s - r + 1 } { n + r + r + 1 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1476</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/530.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/530.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>x \times y - y \times x - F ( x , y ) \ , \quad x , y \in E \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1477</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/1237.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/1237.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>| f _ { L } , f _ { R } \rangle \star | g _ { L } , g _ { R } \rangle = e ^ { - \int _ { 0 } ^ { \frac { \pi } { 2 } } f ( x - \sigma ) g ( \sigma ) } | f _ { L }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1478</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33166.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/33166.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\theta ^ { * * } \left( x \right) = \xi ^ { 6 a } \left( x \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1479</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/65915.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/65915.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>( U ( \Lambda , \alpha ) \Phi ) ( x ) = \Phi ( \Lambda ^ { - 1 } ( x - \sigma )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1480</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/14387.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S [ x , \xi ] = \int _ { 0 } ^ { T } d \tau ( - \frac { 1 } { 2 } \dot { x } ^ { 2 } + i \xi i \xi \xi } - i e F _ { \mu \nu } \xi ^ { \mu } \xi ^ { \nu } - \frac { 1 } { T } \dot { x } \xi \chi ) - i \xi ( 0 ) \xi ( t ) \xi (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1481</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8728.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>H ^ { 0 } = \left( \begin{undefined} { - \partial _ { z } ^ { 2 } + 4 } &amp; { 0 } \\ { 0 } &amp; { - \partial _ { z } ^ { 2 } + \partial _ { z } ^ { 2 } + \partial _ { z } ^ { 2 } + \partial _ { z } ^ { 2 } + \partial _ { z } ^ { 2 } + \partial _ { z } ^ { 2 } + \partial _ { z } ^ { 2 } + \partial _ { z } ^ { 2 } + \partial _ { z } ^ { 2 } + \partial _ { z } ^ { 2 } + \partial _ { z } ^ { 2 } + \partial _ { z } ^ { 2 } + \partial _ { z } ^ { 2 } + \partial _ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1482</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26633.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta ( p + q ) = ( 2 \pi ) ^ { 4 } \, { { C } _ { \alpha _ { _ { } ^ { \alpha _ { 0 } } ( q ) \, d \, d t a _ { \Phi _ { ( } ( p ) } \delta _ { \Phi _ { c } ( q ) } \Gamma _ { \theta } ^ { \alpha _ { ) } \Gamma _ { q } ^ { \Phi _ { c } ) \qquad \mathrm { f o r ( \Phi _ { c } ) \qquad \mathrm { f o r ~ r = 0 0 \quad ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1483</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/17780.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ { \Omega } = } = ^ { \delta } \, \Omega ^ { 4 } \, }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1484</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30480.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { d } { d s } \delta Z _ { _ { ( s ) | _ { z = 0 } = F i n i n i t e i n i t e } _ { s \rightarrow \rightarrow } { \frac { 1 } { s } } T r _ { x } [ Z _ { D ^ { \prime } } ( x , s ) - Z _ { D } ( x , x , x ) - Z _ { D } ( x , x , x ) s ) _ { D } ( x , x ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1485</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/23866.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>f _ { - } ^ { - 1 } ( \mu ) \varphi ( \mathrm { ~ ~ k } , t ) + \mathrm { ~ ~ ~ ~ ~ ( \mathrm { ~ ~ k ~ ~ ~ ~ = 0 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1486</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/46995.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/46995.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ Q ^ { + } , \, Q ^ { - } \} = ( H - v )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1487</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/66503.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/66503.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Gamma _ { \infty } [ \{ C _ { n } \} ] = W [ \{ J _ { n } \} ] - \sum _ { n } \frac { 1 } { n ! } J _ { n } \sum _ { R } \sum _ { R } \sum _ { R }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1488</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102822.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102822.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ \chi _ { \alpha } ( p ) , \chi ^ { \dagger \beta } ( q ) ] _ { + } = \delta _ { \alpha } ^ { \beta } 2 \pi \delta ( p - q ) \, , \qquad [ a _ { \alpha } ( p ) , a ^ { \dagger \beta } ( q ) ] = \mathrm { s g n } ( p ) \delta _ { \alpha } ^ { \alpha } 2 \pi \delta ( p - q ) \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1489</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/5025.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/5025.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>I _ { n } ^ { ( 2 ) } = \int _ { 1 / k } ^ { 1 1 T } \frac { d z } { ( k z ) } K _ { 1 } ( q ) ^ { 2 } \psi _ { n } ( q ) ^ { 2 } \psi _ { n } ( q ) ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1490</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30517.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/30517.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>r _ { M S } = \frac { \pi \rho } { v } \left( \frac { \kappa } { 4 \pi } \right) ^ { 2 / 3 } \beta \int _ { C Y _ { 3 } } \omega \wedge [ \Sigma ] \wedge</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1491</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/21437.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/21437.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Phi _ { + } ^ { ( 1 ) } = \epsilon \frac { \eta } { 2 \sqrt { 1 5 } } \mathrm { d i a g } ( 2 , 2 , - 3 , 2 , - 3 ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1492</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/98837.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/98837.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>T _ { A } | _ { e } = \frac { \partial } { \partial x ^ { A } ( ( ) } : = : =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1493</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68795.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/68795.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta = ( \Delta _ { a l } ) , \ \ a = 1 , . . . , , \ i = 1 , . . . . ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1494</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68725.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/68725.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H _ { c } = \frac { 1 } { 2 } p _ { r }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1495</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47836.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/47836.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\bar { \theta } _ { \mu } = \theta _ { \mu \nu } p _ { \nu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1496</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102293.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102293.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\chi ( s , \vec { p } ) = Q ( s ) \psi ^ { \psi }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1497</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44175.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44175.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>[ \partial _ { \mu ^ { \prime } } , x _ { 0 } ] = - x _ { 0 } ^ { - }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1498</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/44981.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/44981.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>{ \cal A } _ { \mu } \equiv g A _ { \mu } + \xi +</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1499</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90719.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/90719.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Delta F = - t h ^ { 2 } ( \partial c ) ^ { 2 } + v k ^ { 2 } ( \partial \chi ) ^ { 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1500</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67959.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/67959.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>2 \partial _ { + } \partial _ { - } \Omega + 2 \Lambda e ^ { 2 \rho } - e ^ { - \psi _ { 1 } - 2 \rho } \Omega ^ { 2 } F _ { 2 + - } ^ { 2 } - e ^ { \psi _ { 1 } - 2 g } \Omega ^ { 2 } F _ { + - } ^ { 2 } = 0</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1501</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/17964.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>^ { \prime } \langle a a | \hat { H } | | a a \rangle _ { n } = \left[ \frac { I _ { n } ( \zeta ) } { n } + \frac { I _ { K - n } ( \zeta ) } { K - n } } \left( \delta _ { n } ^ { n ^ { \prime } } + \delta _ { K - n ^ { \prime } } ^ { n } \right) \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1502</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/9148.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/9148.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\vec { r } _ { p } ( \sigma , t + 2 \pi ) = \vec { r } _ { p } ( \sigma , t ) t</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1503</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84758.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\zeta ( s ) \equiv \zeta ( s ) ^ { - 2 / 3 \rho ( s ) ] } , \ r \equiv \frac { 2 s ^ { 2 } + q g g g } { s ( s + 3 ) 3</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1504</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70403.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\delta _ { ( 2 ) } \Phi ^ { A } ( \theta ) = \left( \Phi ^ { A } ( \theta ) , Y ) ^ { a } \mu _ { a } , \; \; \delta _ { ( 2 ) } \Phi _ { A } ( \theta ) = ( \Phi _ { A } ( \theta ) , Y ) ^ { a } \mu _ { a } , a } , \; \; \varepsilon ( ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1505</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/35119.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>L _ { s e f i n t } ^ { \mathrm { f o m m } } = 3 \left[ \frac { 1 } { 6 } \left( \frac { m ( h - b ) } { 4 M ( k - b ) } \overline { { \psi } } ^ { \prime } \Psi ^ { \prime } \right) ^ { 4 } e ^ { 2 \alpha \beta W }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1506</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75203.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/75203.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\eta _ { 0 } = - p _ { 0 } \left( 1 - \frac { 2 p _ { 0 } } { \kappa } + \frac { \vec { p } ^ { 2 } } { \kappa ^ { 2 } } \right) ^ { - 1 / 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1507</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/70381.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>J _ { i } = c _ { i } \operatorname { s i n } \, \sqrt { \sqrt { \sqrt { \sqrt } } } \sqrt { \sqrt { \sqrt { } } } } \sqrt { \sqrt { \sqrt {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1508</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/75033.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>W _ { \mu \sigma } ^ { \mu } \equiv R e \left( \equiv R e \left( } W _ { \rho \sigma } ^ { \rho } \right) + j I m \left( j { m \left( W _ { \rho \sigma } ^ { \sigma } \right) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1509</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/84354.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V _ { d , m } ( z ) = \operatorname { e x p } \left( \sqrt { \frac { 2 } { k ^ { \prime } } } \, j \, \phi ( z ) \right) \operatorname { e x p } \left( i \sqrt { \frac { 2 } { k } } \, m ( X ( z ) + i u ( z ) )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1510</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/95234.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\Psi = \left( \begin{undefined} { \psi _ { 1 } } \\ { \psi } \\ \end{undefined} \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1511</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90613.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/90613.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>q _ { 0 } , \; \; \, _ { j } e _ { L 7 } \alpha , \; i e _ { L p } \alpha , \; i \xi _ { j } e _ { L p 7 } e , \; e _ { L p p } e , \; e _ { L } e</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1512</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/33718.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/33718.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>d s ^ { 2 } = - d t ^ { 2 } + a _ { 1 } ^ { 2 } ( t ) d x _ { 1 } ^ { 2 } + a _ { 2 } ^ { 2 } ( t ) d x _ { 2 } ^ { 2 } + a _ { 3 } ^ { 2 } ( t ) d x _ { 2 } ^ { 2 } + a _ { 3 } ^ { 2 } ( t ) d x _ { 2 } ^ { 2 } + a _ { 3 } ^ { 2 } ( t ) d x</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1513</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52050.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/52050.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Lambda ^ { \prime } = \Lambda \left[ Z _ { Q } ^ { - T _ { F } / r _ { 0 } } ( M ^ { \prime } , M ) \right] ^ { 2 V _ { f } } = \Lambda Z _ { 0 } ^ { 1 / 2 } ( M ^ { \prime } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1514</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101384.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/101384.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\partial _ { x } \Phi ( x ^ { \nu } ) = ( - 1 ) ^ { m } \frac { 1 } { \beta _ { m } } \Phi ( x )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1515</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6601.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>U = | \phi | ^ { 2 } \{ \sigma | ^ { 2 } \{ \sigma _ { 1 } B _ { 1 1 } ( | \phi | ^ { 2 } - c ^ { 2 } ) + \sigma _ { 2 } \beta _ { 1 2 } ( | x | ^ { 2 } - c ^ { 2 } ) \right\} ^ { 2 } + | x | ^ { 2 } \left\{ \sigma _ { 1 } \beta _ { 2 4 } ( | \phi | ^ { 2 } - c ^ { 2 } ) + \sigma _ { 2 } \beta _ { 2 2 } ( \phi | ^ { 2 } - \epsilon ^ { \prime } ) \right\} ^ { 3 } \right\} ^ { \prime } \} ^ { \prime } \} ^ { \prime } \}</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1516</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/55063.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\kappa { \begin{undefined} { { { { { } ^ { [ \mu ^ { ( 0 ) } } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } &amp; { 0 } \\ { 0 } \\</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1517</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/6280.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\chi = - i \frac { \hbar } { c } \frac { \vec { \sigma } \cdot \vec { \nabla } } { 2 m } p \, ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1518</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/20098.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/20098.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>L ( X ) = \frac { 1 } { 3 X } + O ( X ^ { - 2 } ) , \quad k ( L ) = \operatorname { l n } ( 3 L ) + \operatorname { l n } ( 3 L ) + \operatorname { l n } ( 3 L ) + \operatorname { l n } ( 3 L ) + \operatorname { l n } ( 3 L ) + \operatorname { l n } ( 3 L ) + \operatorname { l n } ( 3 L ) + \operatorname { l n } ( 3 L ) + \operatorname { l n } ( 3 L ) + \operatorname { l n } (</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1519</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/61834.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/61834.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\prod _ { k = 1 } ^ { \infty } \operatorname { e x p } \left[ - 2 k \left( ( a _ { k } ^ { B } e _ { - k } ^ { B } + b _ { k } ^ { 5 } b _ { - k } ^ { 3 } ) \frac { 1 + q ^ { 2 k } } { 1 - q ^ { 2 k } } - ( a _ { k } ^ { P } b _ { - k } ^ { B } + b _ { k } ^ { B } a _ { - k } ^ { B } ) \frac { 2 q ^ { k } } { 1 - q ^ { 2 k } } \right) \right] .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1520</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/17402.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal M } _ { 1 } = \{ M _ { 3 4 } = 0 \, , \, M _ { 1 2 } \, \tau { r r } r t r a r } \} \, , \qquad { \cal M } _ { 2 } = \{ M _ { 1 2 } = 0 \, , \, M _ { 3 4 } \mathrm { } r { b i t r r t r .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1521</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/39350.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \cal L } = \frac { 1 } { 4 } t r ( r ( ( \cal M } ^ { - 1 } \wedge } \wedge { \bf ^ {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1522</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36283.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/36283.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>M _ { G U T } ^ { ( 1 ) } = M _ { p p } e ^ { - ( \sigma ( y _ { 1 } ) - \sigma }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1523</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71015.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>A _ { \mu } = \sum _ { I = 1 } ^ { K } \sum _ { n = 1 } ^ { N } \, _ { { } ^ { { } } H _ { n } } \, \frac { \nu } { } \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1524</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90509.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/90509.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\chi _ { P } \left( - \frac { 1 } { \tau } \right) = \sqrt { 2 } \int d P ^ { \prime } \chi _ { P ^ { \prime } } ( \tau ) e ^ { 4 \pi }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1525</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/30552.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/30552.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>g _ { \mu \nu } = \operatorname { e x p } [ 2 \alpha \, .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1526</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/8679.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { 1 } { 2 } \Delta _ { ( a ( a } V ^ { b } b } { \partial f ^ { c } \left( Q \right) } { \partial Q ^ { d } } = \overline { } = } } _ { c d } , \qquad f o r \qquad { o r o r ~ e v e r y ~ r e u l } Q ^ { a } \ .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1527</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/16754.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/16754.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { d \pi _ { \mu } ( s ) } { d s } = i [ H , \pi _ { \mu } ] = 2 e F _ { \mu } ] = 2 e F e F</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1528</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/92644.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/92644.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>I e ^ { a } = e ^ { \alpha } , \quad I f ^ { \beta } = - f ^ { \beta } ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1529</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/101367.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { \eta } = \sqrt { \mu } \hspace { { 1 m } } \tilde { \eta } = \sqrt { \mu } \hspace { 1 c m } \tilde { \tilde { = \sqrt { \mu } \hspace { 1 . m } \tilde { \tilde { = \sqrt { \mu } \mu } 1 { m } m } } { { } = \sqrt { \mu } } { { . m } } } { { = \sqrt { \mu } \mu } { { 0 . m } } } { { = \sqrt { \mu } \mu } \hspace { 1 . m } } } { { = \sqrt { \mu } \mu } \hspace { 1 } m } m } \tilde { = \sqrt { \mu } \mu } \hspace { 1 } m } m } \tilde { = } = \sqrt { \mu } \, { \hspace { 1 } m } \tilde { \tilde { = \sqrt { \mu } \, } \hspace { 1 { m } \tilde { \tilde { = \sqrt { \mu } \, } \hspace { 1 { m } \tilde { \tilde</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1530</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102178.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/102178.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>I _ { a b } = \frac { 1 } { 4 } [ \gamma _ { a } , \gamma _ { b } ] = \frac { 1 } { 4 } ( \gamma _ { a } \gamma _ { b } - \gamma _ { b } \gamma _ { a } ) .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1531</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36618.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/36618.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ p _ { m } , p _ { n } \} = \delta _ { m + n } , \qquad ( p _ { m } , m _ { n } \} = 0 , \qquad \{ m _ { m } , m _ { n } \} = - \delta _ { m + n } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1532</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82699.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>{ \frac { 1 } { 4 } } \sum _ { a } \beta ^ { a } [ T { \cal W } ^ { a } { \cal W } ^ { a } { \cal W } ^ { a }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1533</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59660.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/59660.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\phi ( z ) = A z ^ { \Delta _ { - } } + B z ^ { \Delta _ { + } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1534</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/59153.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>( { \cal S } , S ) + } ) + \partial ^ { R } { R } { \cal } \, f _ { B A } ^ { C } \gamma ^ { A } \xi ^ { B } = 0 .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1535</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50366.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/50366.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>c _ { W } ( g ^ { i } ( t ) , t ) = \int \sqrt { g ( x ) } \langle \theta ( x ) ) + n V</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1536</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68591.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { d } { d t } \frac { \partial { \cal L } ( g _ { i } , \tilde { g } _ { i } ) } { \partial g _ { } _ { - \frac { \partial { { \partial { \cal { \partial g _ { i } } = G _ { i j } i j }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1537</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/57672.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/57672.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>F ^ { \nu \lambda } A _ { ( i ) \lambda \mu } = A _ { ( i ) } ^ { \nu \kappa } F _ { \kappa \mu } = f _ { i } A _ { ( i ) } ^ { \nu }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1538</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99532.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tau _ { \mu } ( x _ { s } ) + \tau _ { \theta } ( x _ { s } ) = - 2 \Omega = \frac { 1 } { 2 } ( f _ { s } ^ { 2 } - 1 ) ^ { 2 } - \frac { { _ { } _ { { } ^ { 2 } } { \alpha L _ { { } ^ { 2 } } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1539</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/19169.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/19169.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>X _ { \nu } \sim - X _ { 4 } , \quad X _ { 5 } \sim - X _ { 3 } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1540</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/7041.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { 1 } { N } \frac { d ^ { 2 } } { d \sigma ^ { 2 } } V [ \sigma = 0 , R = 6 / a ^ { 2 } = 0 ] = \frac { ] = {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1541</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/80135.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { T _ { A } } { T _ { B H } } = \frac { \kappa _ { A } } { \kappa _ { B H } } = \frac { ( \xi _ { 4 } - \xi _ { 3 } ) ( \xi _ { 3 } - \xi _ { 1 } ) } { ( \xi _ { 4 } - \xi _ { 2 } ) ( \xi _ { 2 } - \xi _ { 1 } ) } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1542</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10062.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tau = \frac { 1 } { 2 } ( \tau _ { 1 } + \tau _ { 2 } ) , \qquad \tau _ { i } = \frac { h _ { i } } { \sqrt { h _ { 1 } ^ { 2 } } } = \frac { h _ { i } } { \sqrt { h _ { 1 } ^ { 2 } } } = \frac { h _ { \sqrt { h _ { 1 } ^ { 2 } } } = } } } = \frac {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1543</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86119.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\dot { p } ^ { \mu } \equiv p ^ { \mu } + \epsilon _ { 1 } n ^ { \mu } , \qquad N \equiv \frac { \sqrt { - g } } { g ^ { 0 0 } } , \qquad N _ { 1 } \equiv \frac { g } { g } } { g</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1544</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/39530.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/39530.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>P ^ { i j } = \frac { \sqrt { - \gamma } } { 8 \pi } ( \Theta ^ { i j } - \Theta \gamma ^ { i j } ) ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1545</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/71439.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/71439.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>q ( t - \Delta t ) = - Q ( \Delta t , t ) - \frac { 2 } { \omega ^ { 2 } } \frac { d ^ { 2 } Q } { d s ^ { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1546</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/36425.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>1 + \sum _ { k \neq j } \frac { \beta _ { k } ^ { 2 } \hat { { } _ { l } ^ { 2 } \operatorname { c o s h } ^ { 2 } \tau } { r _ { b } ^ { 2 } - \beta _ { k } ^ { 2 } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1547</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/102491.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>c _ { G _ { k } d U ( 1 ) ^ { l } } = \frac { k - 1 } { k + h } h } h \qquad \Delta ( \Lambda , \lambda ) = \frac { ( \Lambda \cdot ( \Lambda + 2 \rho ) ) } { 2 ( k + h ) } - \frac { ( \lambda \cdot - ) } { 2 k ) } - \frac { ( \lambda \cdot - ) } { 2 k } - \frac { ( \lambda \cdot - ) } { 2 k } } - \frac { ( \lambda \cdot - ) } { 2 k }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1548</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/91349.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T _ { + p \pm 2 } ^ { - \dot { q } } = - \frac { \chi } { 2 } \bar { \gamma } _ { \dot { q } p } ^ { i } \Omega _ { \pm 2 } ^ { - 2 i } + \frac { 1 } { 2 } \hat { \eta } _ { \dot { q } q } ^ { i } \Omega _ { + _ { + + -</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1549</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50834.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/50834.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\alpha ^ { 2 } = 4 - \frac { 2 d ( D - d - 2 ) } { D - 2 } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1550</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\tilde { z } ^ { 0 } ( x , y ) = i e ^ { 2 } \int d ^ { 4 } { _ { F } S _ { F } ( x , z ) \, \mu } { \mu } { S _ { z , y ) \, y ) \, { \mu } ( x - z ) + d _ { \mu } ( z } ( z z z ) + d _ { \mu } ( z z</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1551</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25811.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>K _ { a b } ( y ) = \frac { 1 } { 1 + y ^ { 2 } } \left[ ( 1 - y ^ { 2 } ) \delta _ { a b } + 2 y _ { a } y _ { b } + 2 \varepsilon _ { a b } b _ { b }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1552</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/103291.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/103291.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\{ f ( x ) , g ( x ) \} = ( f \star g ) ( x ) - ( g * g ) - ( g - ( g * g )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1553</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/50778.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\frac { { { N } } { P _ { \phi } } = \frac { L ^ { 4 } } { 4 N } \qquad N } } \qquad } \qquad { \bf ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1554</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/46562.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>J _ { \mathrm { t o t } } = \eta _ { 0 } \mathrm { \, } \lambda \, \mathrm { s } } { { { { }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1555</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/86835.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>c _ { 0 , 0 } = c _ { 1 , 1 } = c _ { 1 , - 1 } = \frac { 1 } { \eta ( \tau ) } , \qquad c _ { 0 , 1 } = c _ { 1 , 0 } 0 } c _ { 1 , 0 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1556</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/46866.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\mathrm { R e s } _ { z = 0 } \frac { H _ { \mu } ^ { ( 1 ) } ( \lambda z ) } { H _ { \nu } ^ { ( 1 ) } ( z ) } } } y } ( z ) = R { R _ { } _ { } \frac { } _ { J _ { z ) J _ { \mu } ( \lambda z ) + Y _ { \nu } ( z ) Y _ { \mu } ( \lambda z ) } { J _ { \nu } ^ { 2 } ( z ) + Y _ { \nu } ^ { 2 } ( z ) + z ) { \nu } { z ) } F ( z ) ( z )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1557</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/97279.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/97279.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\frac { d r } { d z } = \frac { 1 } { G ^ { 1 ^ { } ( y ) } \rightarrow \pm \infty } \rightarrow \pm \infty \, \mathrm { w h e \pm \pm } z \rightarrow \pm \pm \pm</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1558</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/38234.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/38234.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\Gamma _ { M } \Lambda _ { j } - \Lambda _ { j } \Gamma _ { M }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1559</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67179.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>T _ { 4 } = \left( \frac { \beta } { 2 } \right) ^ { 2 } ( \partial _ { + } \varphi ) ^ { 4 } + ( \partial _ { + } ^ { 2 } 2 }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1560</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/100114.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>R _ { M N } = - \frac { 4 } { L ^ { 2 } } g _ { M N } \qquad R _ { m n } = + \frac { { } { } = + { { ~ { {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1561</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10812.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>K _ { T ^ { * } M } ( z 1 , \bar { z } 1 , z 2 , \bar { z } 2 ) = K ( z 1 , \bar { z } 1 ) + \cal { ( t ) t )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1562</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/67906.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/67906.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>Q _ { 1 } ^ { 2 } = H + Z \ , \quad Q _ { 2 } ^ { 2 } = H</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1563</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96798.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/96798.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>&lt; x _ { \mu } ( p ) x _ { \nu } ( - p ) &gt; \sim \delta _ { \mu \nu } \mid p \mid ^ { - 1 } .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1564</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/99449.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/99449.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>q _ { n } ( s ) : = \frac { \partial \partial } { \partial }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1565</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79144.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V _ { \mathrm { m a s i n x } } = - 2 4 0 \frac { r _ { 0 } ^ { { } } { N ^ { 7 } b ^ { { } } \left( c _ { 2 } ^ { 2 } - \frac { 1 } { 3 } c _ { 2 } \right)</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1566</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/51122.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\operatorname* { d e t } \left( S _ { \alpha \alpha , \beta b } \right) = ( S _ { \alpha \alpha , \beta } ) = = \right) =</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1567</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/13874.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/13874.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>H _ { \hat { a } } = \{ H _ { \hat { a } } , R _ { \hat { a } } \} \quad \hat { a } = D , \ldots , 4 \quad u = 1 , \ldots , q</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1568</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/68977.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/68977.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>f ( k ^ { 2 } k S \{ 2 ) { - e _ { H } ^ { 2 } k ^ { 2 } } { 8 \pi ^ { 3 } Q ^ { { } } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1569</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/25198.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/25198.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>F _ { p - 2 } = - \frac { V _ { p - 2 } } { ( 2 \pi ) ^ { p - 2 } \tilde { g } } \left( \frac { u } { R } \right) ^ { 1 - p } \left[ \sqrt { f } - 1 + \frac { u _ { 0 } ^ { 3 - p } } { 2 u ^ { - p } } \right] .</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1570</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/94416.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>M _ { s } = 2 \, e ^ { ( 1 - v _ { E } ) / 2 } \, 3 ^ { - 3 / 4 } / \sqrt { \sqrt { \sqrt { } \sqrt { \sqrt { 2 } } \sqrt { \sqrt { e } } \sqrt { \sqrt { e } } \sqrt { \sqrt { e } } \sqrt { \sqrt { \sqrt } } \sqrt { \sqrt { \sqrt { } \sqrt { \sqrt { \sqrt { } \sqrt { \sqrt { \sqrt { } \sqrt { \sqrt { \sqrt { } \sqrt { \sqrt { \sqrt { } \sqrt { \sqrt { \sqrt { } \sqrt { \sqrt { \sqrt { } \sqrt { \sqrt { \sqrt { } \sqrt { \sqrt { \sqrt { } \sqrt { \sqrt { \sqrt { { \sqrt { \sqrt { \sqrt { { \sqrt { \sqrt { \sqrt { { \sqrt { \sqrt { \sqrt { { \sqrt { \sqrt { \sqrt { { \sqrt { \sqrt { \sqrt { { \sqrt { \sqrt { \sqrt { { \sqrt { \sqrt { \sqrt { { \sqrt { \sqrt { \sqrt { { \sqrt</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1571</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/90588.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>| \psi _ { \pm } ^ { ( \frac { 1 } { 2 } ) } ( g ) &gt; \equiv \left( \begin{undefined} { &lt; + | D ^ { ( \frac { 1 } { 2 } ) } ( g ) | + \\ { &lt; - | D ^ { ( \frac { 1 } { 2 } ) } ( g ) ) \pm } \\ \end{undefined} \end{undefined}</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1572</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/48553.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/48553.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>\gamma \, \eta _ { * } = - \sqrt { \frac { \nu - k } { k } }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1573</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/82693.png" style="width:256px">
        </td>
        <td>
          <img src="render/out/82693.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>4 ( 2 - a ^ { 2 } z ) ^ { 2 } + ( D - 1 ) a ^ { 2 } z ( 2 - a ^ { 2 } z ) ^ { 2 } + 4 k ^ { 2 } z ( 4 - a ^ { 2 } z ) = \xi z ( 4 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z ) ( 2 - a ^ { 2 } z )</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1574</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/96474.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>d z = \frac { 1 } { 2 \pi } \sum _ { i } N _ { i } \frac { d } { d S _ { i } } G d x = - \frac { 1 } { 2 \pi i } \sum _ { i } N _ { i } \frac { d } { d S _ { i } } \left[ R _ { i } } } { m } { 2 } - R \left( x - i \frac { m } { 2 } \right) \right] ,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1575</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/26074.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { E H } ^ { ( \Lambda ) } = ) } = 1 } { 1 6 \pi G } } \int d ^ { 4 } x \sqrt { - g } - g } - \Lambda R - \Lambda ) \,</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1576</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/52738.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>\begin{undefined} { } _ { _ { s { { _ { 4 } } \; \; \; \; { \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \; \;</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1577</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/10609.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { D J } = \frac { Z } { 3 ! } \int d ^ { 4 } x \, \partial _ { \mu } \left( \sqrt { - g } F ^ { \mu \nu \rho \lambda } A _ { \rho { \rho }</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1578</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/79087.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>S _ { 2 } [ \phi , \lambda _ { i } ( \mu ) ] = \sum _ { i } \lambda _ { i } ( \varphi ) \frac { \delta ^ { 2 } \Phi _ { i } } { \delta \phi ( x ) \delta \phi ( y ) } } \right| {</p>
          </p>
        </td>
      </tr>
      <tr halign="center" style="word-wrap: break-word;" valign="top">
        <td>
          <p>
            <p>1579</p>
          </p>
        </td>
        <td>
          <img src="preprocess/pad/47668.png" style="width:256px">
        </td>
        <td>
          <p>
            <p>None</p>
          </p>
        </td>
        <td>
          <p>
            <p>V \approx - \frac { \kappa M } { 8 \pi \pi r } \left( 1 + \frac { \ell ^ { 2 } } { 2 r ^ { 2 } } \right) , \quad } \right) , { ^ { 3 } \approx \frac { \kappa } { 2 } 2 { \kappa } { 2 } 2 }</p>
          </p>
        </td>
      </tr>
    </table>
    <h3>Iter is 1  and ACC is 1.0</h3>
    <h3>Iter is 198  and ACC is 0.5050505050505051</h3>
    <h3>Iter is 395  and ACC is 0.4911392405063291</h3>
    <h3>Iter is 591  and ACC is 0.47884940778341795</h3>
    <h3>Iter is 788  and ACC is 0.4784263959390863</h3>
    <h3>Iter is 986  and ACC is 0.4908722109533469</h3>
    <h3>Iter is 1184  and ACC is 0.4864864864864865</h3>
    <h3>Iter is 1381  and ACC is 0.4844315713251267</h3>
    <h3>Iter is 1579  and ACC is 0.4920835972134262</h3>
  </body>
</html>